Identify the degree of perineal Tear in following listed image?
Identify the degree of perineal Tear in following listed image?
Following is the picture of sterile sponge used in emergency. It has a blue color thread. What is the purpose of the blue color thread?
Following is the picture of sterile sponge used in emergency. It has a blue color thread. What is the purpose of the blue color thread?
She is the Director of an international organisation? Identify the name of the organisation from the below listed images?
She is the Director of an international organisation? Identify the name of the organisation from the below listed images?
Identify the below listed image which is a logo of a Big Compony of World, who is the CEO of this Compony?
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)
Identify the below listed image which is a logo of a Big Compony of World, who is the CEO of this Compony?
![](data:image/png;base64,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)
This Mosquito cause which diseases, that are listed in below image?
This Mosquito cause which diseases, that are listed in below image?
looking at picture and identify code used in which situation?
looking at picture and identify code used in which situation?
See the below listed image and identify, This instrument measure which things?
See the below listed image and identify, This instrument measure which things?
Identify the image that are below listed?
Identify the image that are below listed?
Identify the abnormal ECG pattern that are showing in the below listed image?
![](data:image/png;base64,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)
Identify the abnormal ECG pattern that are showing in the below listed image?
![](data:image/png;base64,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)
Identify the following image that are sign of which things?
Identify the following image that are sign of which things?
Identify the below listed sign?
Identify the below listed sign?
Identify the instrument that listed in the image?
Identify the instrument that listed in the image?
Identify the below listed instrument?
Identify the below listed instrument?
Find out the Pawlic Grip or Second Pelvic Grip?
Find out the Pawlic Grip or Second Pelvic Grip?
Identify the below listed instrument?
Identify the below listed instrument?
Identify the below listed Instrument?
Identify the below listed Instrument?
Identify the image and this item used with which instrument?
Identify the image and this item used with which instrument?
Identify the following device that are showing in image?
Identify the following device that are showing in image?
Identify the below listed Instrument?
Identify the below listed Instrument?
Identify the below listed Instrument?
Identify the below listed Instrument?
Identify the below listed image?
Identify the below listed image?
After just delivered the baby, baby look like as showing in the image. What is the milky white covering of the baby?
After just delivered the baby, baby look like as showing in the image. What is the milky white covering of the baby?
A lavender tube contains which type of solutions?
A lavender tube contains which type of solutions?
Identify the machine that are listed in image?
Identify the machine that are listed in image?
Identify this device that are listed in below image?
Identify this device that are listed in below image?
This position commonly used in the client suffering from which condition? (see image)
This position commonly used in the client suffering from which condition? (see image)
In the following Logo of the Olympic, Yellow Colour representing to which Continent or Mahaadveep?
In the following Logo of the Olympic, Yellow Colour representing to which Continent or Mahaadveep?
Identify by the below listed image, there is which type of Placenta Previa?
Identify by the below listed image, there is which type of Placenta Previa?
Identify the below listed Instrument?
Identify the below listed Instrument?
Identify the below listed Instrument?
Identify the below listed Instrument?
Drug of choice of this abnormal ECG, that are below listed in the image?
Drug of choice of this abnormal ECG, that are below listed in the image?
Identify the person that who are appointed for which AIIMS as a Post of the Director? Identify
Identify the person that who are appointed for which AIIMS as a Post of the Director? Identify
Identify the below listed instrument?
Identify the below listed instrument?
Identify the wire like device that are showing in below listed image?
Identify the wire like device that are showing in below listed image?
He is the Director of an international organisation? Identify then name of the person & name of the organisation from the below listed images?
He is the Director of an international organisation? Identify then name of the person & name of the organisation from the below listed images?
Which maneuver used by the Nurse in below listed image?
Which maneuver used by the Nurse in below listed image?
In which below listed image, identify the inner Red Triangle (4 no.) of Under Five Clinic that are representing to which things?
In which below listed image, identify the inner Red Triangle (4 no.) of Under Five Clinic that are representing to which things?
Identify the below listed Maneuver?
Identify the below listed Maneuver?
Identify the below listed image. He is the CEO of one of Seller compony?
Identify the below listed image. He is the CEO of one of Seller compony?
Identify the Below listed Maneuver in image?
Identify the Below listed Maneuver in image?
Which type of medicine delivered by this pump that are listed in image?
Which type of medicine delivered by this pump that are listed in image?
Identify the below listed image?
Identify the below listed image?
Identify the below listed Logo and it represent to which organization?
Identify the below listed Logo and it represent to which organization?
Identify the below listed Instrument?
Identify the below listed Instrument?
Identify the abnormal ECG pattern that are showing in the below listed image?
Identify the abnormal ECG pattern that are showing in the below listed image?
During a veni-puncture procedure suddenly swelling occurred around the puncture site. What is the priority nursing action?
During a veni-puncture procedure suddenly swelling occurred around the puncture site. What is the priority nursing action?
FLOWER is a to BOUQUET as MINISTER is to _______ ?
FLOWER is a to BOUQUET as MINISTER is to _______ ?
If L stands for (+),M stands for (-), N stands for (×), and P stands for (÷), then find the value of : 14 N 10 L 42 P 2 M 8
If L stands for (+),M stands for (-), N stands for (×), and P stands for (÷), then find the value of : 14 N 10 L 42 P 2 M 8
If 1st april, 2014 is Tuesday, then 1st June, 2014 will be :
If 1st april, 2014 is Tuesday, then 1st June, 2014 will be :
In a certain code, DOG is written as GRJ, then how will CAT be written in that code :
In a certain code, DOG is written as GRJ, then how will CAT be written in that code :
Correspondent : News : Newspaper
Correspondent : News : Newspaper
abc _ _ bb _ _ aa _ _ bb cc _ _
abc _ _ bb _ _ aa _ _ bb cc _ _
Select to pair which has the same relationship as the pair Nest : Bird
Select to pair which has the same relationship as the pair Nest : Bird
In a certain code, APRIL is written as BQSJML. What is the word whose code is HSFO :
In a certain code, APRIL is written as BQSJML. What is the word whose code is HSFO :
Eye :Catarct : Skin : ?
Eye :Catarct : Skin : ?
If Wall is called Window Window is called Door, Door is called Floor, Floor is called Roof, and Roo is called Yentialtor, what will a person stand on?
If Wall is called Window Window is called Door, Door is called Floor, Floor is called Roof, and Roo is called Yentialtor, what will a person stand on?
The nurse who has been closely monitoring a child who has been exhibiting decorticate (flexor) posturing notes that the child suddenly exhibits decerebrate (extensor) posturing. The nurse interprets that this change in the child's posturing indicates what?
The nurse who has been closely monitoring a child who has been exhibiting decorticate (flexor) posturing notes that the child suddenly exhibits decerebrate (extensor) posturing. The nurse interprets that this change in the child's posturing indicates what?
An emergency department nurse prepares to plan care for a child diagnosed with acetaminophen overdose. The nurse reviews the doctor's prescriptions and prepares to administer which medication?
An emergency department nurse prepares to plan care for a child diagnosed with acetaminophen overdose. The nurse reviews the doctor's prescriptions and prepares to administer which medication?
A client with a diagnosis of diabetes mellitus has ablood glucose level of 644 mg/dL. The nurse interprets that this client is at risk of developing which type of acid-base imbalance?
A client with a diagnosis of diabetes mellitus has ablood glucose level of 644 mg/dL. The nurse interprets that this client is at risk of developing which type of acid-base imbalance?
The nurse is performing an assessment on a female client who is suspected of having mittelschmerz. Which subjective finding supports the possibility of this condition?
The nurse is performing an assessment on a female client who is suspected of having mittelschmerz. Which subjective finding supports the possibility of this condition?
After assisting with a vaginal delivery what should the nurse do to prevent heat loss via conduction in the newborn?
After assisting with a vaginal delivery what should the nurse do to prevent heat loss via conduction in the newborn?
The nurse reviews the client's most recent blood gas results that include a pH of 7.43, PCO2 of 31 mm Hg, and HCO3 of 21 mEq/L. Based on these results, the nurse determines that which acid-base imbalance is present?
The nurse reviews the client's most recent blood gas results that include a pH of 7.43, PCO2 of 31 mm Hg, and HCO3 of 21 mEq/L. Based on these results, the nurse determines that which acid-base imbalance is present?
The nurse is preparing to measure the fundal height of a client whose fetus is 28 weeks' gestation. In what position should the nurse place the client to perform the procedure?
The nurse is preparing to measure the fundal height of a client whose fetus is 28 weeks' gestation. In what position should the nurse place the client to perform the procedure?
An adult client has undergone a lumbar puncture to obtain cerebrospinal fluid (CSF) for analysis. After reviewing the results of the analysis, the nurse recognizes that the CSF is normal when which element is negative?
An adult client has undergone a lumbar puncture to obtain cerebrospinal fluid (CSF) for analysis. After reviewing the results of the analysis, the nurse recognizes that the CSF is normal when which element is negative?
The nurse is measuring the fundal height on a client who is 36 weeks' gestation when the client reports feeling lightheaded. What finding should the nurse expect to note when assessing the client?
The nurse is measuring the fundal height on a client who is 36 weeks' gestation when the client reports feeling lightheaded. What finding should the nurse expect to note when assessing the client?
The nurse is ambulating a client for the first time after having abdominal surgery. What clinical manifestations should indicate to the nurse that the client may be experiencing orthostatic hypotension except?
The nurse is ambulating a client for the first time after having abdominal surgery. What clinical manifestations should indicate to the nurse that the client may be experiencing orthostatic hypotension except?
An adult client arrives in the emergency department with burns to both entire legs and the perineal area. Using the rule of nines, the nurse should determine that approximately what percentage of the client's body surface has been burned?
An adult client arrives in the emergency department with burns to both entire legs and the perineal area. Using the rule of nines, the nurse should determine that approximately what percentage of the client's body surface has been burned?
A pregnant client reports that her last menstrual period was February 9, 2018. Using Näegele's rule, what will the nurse determine as the estimated date of birth?
A pregnant client reports that her last menstrual period was February 9, 2018. Using Näegele's rule, what will the nurse determine as the estimated date of birth?
भारतीय नेपोलियन की उपाधि कि से दी गई हैं?
भारतीय नेपोलियन की उपाधि कि से दी गई हैं?
ग्राण्ड ट्रंक सड़क की योजना किसने बनाई थी?
ग्राण्ड ट्रंक सड़क की योजना किसने बनाई थी?
किसने कहा था, 'तुम मुझे खून दो, मैं तुम्हें आजादी दूंगा' ?
किसने कहा था, 'तुम मुझे खून दो, मैं तुम्हें आजादी दूंगा' ?
What is the first step in the qualitative research process?
What is the first step in the qualitative research process?
The term which refers to the extent to which the results of the study can be generalized to the larger population:
The term which refers to the extent to which the results of the study can be generalized to the larger population:
In India, first MSc Nursing programme was started in RAK College in the year?
In India, first MSc Nursing programme was started in RAK College in the year?
To increase awareness of rural population towards small family norm, the best method is?
To increase awareness of rural population towards small family norm, the best method is?
The tiger mosquito is?
The tiger mosquito is?
A patient with a history of atrial fibrillation is scheduled for a left hip hemiarthroplasty at 09:00 AM the health professional is administering 08:00 am medications. Which of these medication orders should the nurse be concerned about? (GMCH-2019)
A patient with a history of atrial fibrillation is scheduled for a left hip hemiarthroplasty at 09:00 AM the health professional is administering 08:00 am medications. Which of these medication orders should the nurse be concerned about? (GMCH-2019)
All are true regarding vitamin A, except?
All are true regarding vitamin A, except?
Which of the following is NOT true about sleep? (AIIMS BBSR SNO-2019)
Which of the following is NOT true about sleep? (AIIMS BBSR SNO-2019)
Urinary bladder is lined with? (GMCH-2019)
Urinary bladder is lined with? (GMCH-2019)
The term OSCE refers to? (JSSSH-2019)
The term OSCE refers to? (JSSSH-2019)
Which muscle injury causes torticollis during delivery? (RRB-2019)
Which muscle injury causes torticollis during delivery? (RRB-2019)
In male individuals, testosterone is normally produced by? (AIIMS BBSR SNO-2019)
In male individuals, testosterone is normally produced by? (AIIMS BBSR SNO-2019)
Persistent generalized lymphadenopathy, is caused by?
Persistent generalized lymphadenopathy, is caused by?
Which of the following is paired correctly with its description about skeletal fracture? (GMCH-2019)
Which of the following is paired correctly with its description about skeletal fracture? (GMCH-2019)
A food item commonly associated with Bacillus cereus food poisoning is? (AIIMS BBSR SNO-2019, RRB-2019, ESIC-2019)
A food item commonly associated with Bacillus cereus food poisoning is? (AIIMS BBSR SNO-2019, RRB-2019, ESIC-2019)
Select the criterion that is coupled with its indication of gestational age or birth weight. (GMCH-2019)
Select the criterion that is coupled with its indication of gestational age or birth weight. (GMCH-2019)
Mycobacterium tuberculosis is a? (NVS-2019)
Mycobacterium tuberculosis is a? (NVS-2019)
Which period of age is considered as pre-operation stage in Piaget’s theory? (RRB-2019)
Which period of age is considered as pre-operation stage in Piaget’s theory? (RRB-2019)
What is a nurse’s primary critical observation when performing an assessment for determining an APGAR score?
What is a nurse’s primary critical observation when performing an assessment for determining an APGAR score?
Of the following which disease causes most death worldwide? (GMCH-2019)
Of the following which disease causes most death worldwide? (GMCH-2019)
Oxygenated blood enters the fetal circulation from umbilical vein via?
Oxygenated blood enters the fetal circulation from umbilical vein via?
The nurse is caring for a patient with cervical cancer. The nurse notes that the cervical implant hasbecome dislodged. Which of the following actions should the nurse take first? (GMCH-2019)
The nurse is caring for a patient with cervical cancer. The nurse notes that the cervical implant hasbecome dislodged. Which of the following actions should the nurse take first? (GMCH-2019)
What is the superficial layer of skin called? (AIIMS Raipur-2019)
What is the superficial layer of skin called? (AIIMS Raipur-2019)
In ABC analysis, which of the items are frequently used and purchased in large quantities? (AIIMS Raipur-2019)
In ABC analysis, which of the items are frequently used and purchased in large quantities? (AIIMS Raipur-2019)
You are in Sick Newborn Care Unit as staff nurse and asked to do blood sugar of a 2 days old newborn, where will you prick to take sample for blood sample? (MP Staff Nurse-2019, UP CHO-2018)
You are in Sick Newborn Care Unit as staff nurse and asked to do blood sugar of a 2 days old newborn, where will you prick to take sample for blood sample? (MP Staff Nurse-2019, UP CHO-2018)
Definition of Persistent diarrhea? (MP Staff Nurse-2019)
Definition of Persistent diarrhea? (MP Staff Nurse-2019)
A patient who has experienced a stroke is being monitored during the acute management phase. The clinician notes that the patient’s intracranial pressure (ICP) is 30 mm Hg. Which of the following interventions should be taken first? (GMCH-2019)
A patient who has experienced a stroke is being monitored during the acute management phase. The clinician notes that the patient’s intracranial pressure (ICP) is 30 mm Hg. Which of the following interventions should be taken first? (GMCH-2019)
Type of consent in case of medical emergency, where doctors start emergency treatment to patients who cannot give informed consent, and for whom no immediate family can be reached to make such decisions? (AIIMS Raipur-2019)
Type of consent in case of medical emergency, where doctors start emergency treatment to patients who cannot give informed consent, and for whom no immediate family can be reached to make such decisions? (AIIMS Raipur-2019)
Which action by the nurse in charge is essential when cleaning the area around a Jackson – pratt wound drain? (GMCH-2019)
Which action by the nurse in charge is essential when cleaning the area around a Jackson – pratt wound drain? (GMCH-2019)
A patient who has a history of chronic bronchitis is admitted to the medical unit. The nurse notes the red blood cell count is elevated. Which of these is the likely contributing factor to this lab result in this patient? (GMCH-2019)
A patient who has a history of chronic bronchitis is admitted to the medical unit. The nurse notes the red blood cell count is elevated. Which of these is the likely contributing factor to this lab result in this patient? (GMCH-2019)
Which of the following does NOT contribute to the functions of innate immunity? (AIIMS BBSR SNO-2019)
Which of the following does NOT contribute to the functions of innate immunity? (AIIMS BBSR SNO-2019)
Identity versus role confusion’ is seen in? (JSSSH-2019)
Identity versus role confusion’ is seen in? (JSSSH-2019)
A 5 year old boy with SAM is referred from NRC to district hospital for complaints of dullness on admission, child is lethargic and cold to touch, what will you do as emergency management? (MP Staff Nurse-2019)
A 5 year old boy with SAM is referred from NRC to district hospital for complaints of dullness on admission, child is lethargic and cold to touch, what will you do as emergency management? (MP Staff Nurse-2019)
Increased glucose tolerance is seen in? (RRB-2019)
Increased glucose tolerance is seen in? (RRB-2019)
The nurse is caring for several mother-baby couplets. In planning the care for each of the couplets, which mother would the nurse expect to have the most severe after birth pains?
The nurse is caring for several mother-baby couplets. In planning the care for each of the couplets, which mother would the nurse expect to have the most severe after birth pains?
What is the full form of LASA? (MP Staff Nurse-2019)
What is the full form of LASA? (MP Staff Nurse-2019)
A man is admitted to the telemetry unit for evaluation of complaints of chest pain. Eight hours after admission, the patient goes into ventricular fibrillation. The physician defibrillates the patient. The nurse understands that the purpose of defibrillation is to? (GMCH-2019)
A man is admitted to the telemetry unit for evaluation of complaints of chest pain. Eight hours after admission, the patient goes into ventricular fibrillation. The physician defibrillates the patient. The nurse understands that the purpose of defibrillation is to? (GMCH-2019)
Insertion of PPIUCD is done after delivery? (MP Staff Nurse-2019)
Insertion of PPIUCD is done after delivery? (MP Staff Nurse-2019)
All the measurable and observable information about the client on his/her state of health? (AIIMS Raipur-2019)
All the measurable and observable information about the client on his/her state of health? (AIIMS Raipur-2019)
The primary purpose of administering corticosteroids to the child with Nephrotic syndrome is? (RRB-2019)
The primary purpose of administering corticosteroids to the child with Nephrotic syndrome is? (RRB-2019)
The doctor orders zofram (ondesteron HCI) 8 mg PO t.i.d. the pharmacy sends a 100 ml bottle, labeled 4 mg/teaspoon. How many ml should be given for each dose? (GMCH-2019)
The doctor orders zofram (ondesteron HCI) 8 mg PO t.i.d. the pharmacy sends a 100 ml bottle, labeled 4 mg/teaspoon. How many ml should be given for each dose? (GMCH-2019)
1 gm of hemoglobin contains? (AIIMS BBSR SNO-2019)
1 gm of hemoglobin contains? (AIIMS BBSR SNO-2019)
A statement of the expected relationship between two or more variables is known as? (JSSSH-2019)
A statement of the expected relationship between two or more variables is known as? (JSSSH-2019)
Which of the following enzymes is not involved in the digestion of carbohydrates? (RRB-2019)
Which of the following enzymes is not involved in the digestion of carbohydrates? (RRB-2019)
Which of the following CANNOT cause a low pulse oximetry reading in a patient with respiratory distress? (AIIMS BBSR SNO-2019)
Which of the following CANNOT cause a low pulse oximetry reading in a patient with respiratory distress? (AIIMS BBSR SNO-2019)
An active male patient who weighs 180 Ib (81.65 kg) has undergone dietary instruction. The patient reports that his current diet consists of 60g of fat, 200 mg of cholesterol, and 5g of sodium per day. What a nurse advice the patient to do?
An active male patient who weighs 180 Ib (81.65 kg) has undergone dietary instruction. The patient reports that his current diet consists of 60g of fat, 200 mg of cholesterol, and 5g of sodium per day. What a nurse advice the patient to do?
Hyperbaric oxygen therapy is used to treat which of the following patients? (AIIMS Raipur-2019)
Hyperbaric oxygen therapy is used to treat which of the following patients? (AIIMS Raipur-2019)
A nurse is giving instructions to a client receiving lithium citrate. The nurse tells the client to do which of the following to prevent lithium toxicity? (GMCH-2019)
A nurse is giving instructions to a client receiving lithium citrate. The nurse tells the client to do which of the following to prevent lithium toxicity? (GMCH-2019)
After falling from a 10 feet ladder, a patient is brought to the emergency department. The patient is alert, reports back pain, and difficulty moving the lower extremities. Which additional observation is an indication the patient may be experiencing neurogenic shock? (GMCH-2019)
After falling from a 10 feet ladder, a patient is brought to the emergency department. The patient is alert, reports back pain, and difficulty moving the lower extremities. Which additional observation is an indication the patient may be experiencing neurogenic shock? (GMCH-2019)
Which cells are that takes part in innate immunity by killing virus-infected cells? (RRB-2019)
Which cells are that takes part in innate immunity by killing virus-infected cells? (RRB-2019)
What is the other term for recovery from illness? (RRB-2019)
What is the other term for recovery from illness? (RRB-2019)
Physical assessment is being performed by a nurse. During the abdominal examination, nurse should perform the four physical examination techniques in which sequence? (GMCH-2019)
Physical assessment is being performed by a nurse. During the abdominal examination, nurse should perform the four physical examination techniques in which sequence? (GMCH-2019)
Which of the following is the gold standard for diagnosis of TB? (NVS-2019)
Which of the following is the gold standard for diagnosis of TB? (NVS-2019)
Arrange the following events in the order of their occurrence in panic circle? (GMCH-2019)
- Apprehension or worry
- Body sensations
- Perceived threat
- Interpretation of sensations as catastrophic
- Trigger stimulus
Arrange the following events in the order of their occurrence in panic circle? (GMCH-2019)
- Apprehension or worry
- Body sensations
- Perceived threat
- Interpretation of sensations as catastrophic
- Trigger stimulus
-
-
-
-
Which one of the following is the last part of the small intestine? (RRB-2019)
Which one of the following is the last part of the small intestine? (RRB-2019)
Stability, internal consistency and equivalence are components of? (JSSSH-2019)
Stability, internal consistency and equivalence are components of? (JSSSH-2019)
A female client, who has just been diagnosed with hepatitis, asks ‘How could I have got this disease?’ what is the nurse’s best response? (GMCH-2019)
A female client, who has just been diagnosed with hepatitis, asks ‘How could I have got this disease?’ what is the nurse’s best response? (GMCH-2019)
Short key for undo is? (AIIMS Raipur-2019)
Short key for undo is? (AIIMS Raipur-2019)
Arrange the following five events in correct order of occurrence? (GMCH-2019)
- Stimulation of anterior pituitary
- Stimulation of ovaries
- Stimulation of neurosecretory cells
- Release of gonadotropic hormone
- Release of gonadotropin releasing hormone
Arrange the following five events in correct order of occurrence? (GMCH-2019)
- Stimulation of anterior pituitary
- Stimulation of ovaries
- Stimulation of neurosecretory cells
- Release of gonadotropic hormone
- Release of gonadotropin releasing hormone
-
-
-
-
Which of the following actions should the nurse take to use a wide base support when assistinga client to get up in a chair? (GMCH-2019)
Which of the following actions should the nurse take to use a wide base support when assistinga client to get up in a chair? (GMCH-2019)
Good attachments sign of breast feeding are all except? (MP Staff Nurse-2019)
Good attachments sign of breast feeding are all except? (MP Staff Nurse-2019)
This step of the nursing process includes the systematic collection of all subjective and objective data about the client in which the nurse focuses holistically on the client physical, psychological, emotional, socio-cultural, and spiritual aspect?
This step of the nursing process includes the systematic collection of all subjective and objective data about the client in which the nurse focuses holistically on the client physical, psychological, emotional, socio-cultural, and spiritual aspect?
A nurse receives report on four clients admitted to the emergency room. Who should she assess first? (GMCH-2019)
A nurse receives report on four clients admitted to the emergency room. Who should she assess first? (GMCH-2019)
Benefits of breast feeding include all except?
Benefits of breast feeding include all except?
A client is in late active phase of labour. Suddenly she tells the nurse she feels weak and dizzy. The nurse notes the drop in maternal B.P. and late decelerations of fetal heart rate. The initial action the nurse should be to? (GMCH-2019)
A client is in late active phase of labour. Suddenly she tells the nurse she feels weak and dizzy. The nurse notes the drop in maternal B.P. and late decelerations of fetal heart rate. The initial action the nurse should be to? (GMCH-2019)
Which of the following is NOT an adverse effect of morphine? (AIIMS BBSR SNO-2019)
Which of the following is NOT an adverse effect of morphine? (AIIMS BBSR SNO-2019)
Assignment of any authority from manager to subordinates to carry out specific activities is known as? (AIIMS Raipur-2019)
Assignment of any authority from manager to subordinates to carry out specific activities is known as? (AIIMS Raipur-2019)
What type of abnormal finding is identified in ECG during myocardial ischemia? (RRB-2019)
What type of abnormal finding is identified in ECG during myocardial ischemia? (RRB-2019)
Which of the following is a model based on an individual’s relationship to stress, the reaction to it and reconstitution?
Which of the following is a model based on an individual’s relationship to stress, the reaction to it and reconstitution?
A pediatric patient has been diagnosed with right lower lobe pneumonia. Upon auscultation of this lung field, the nurse would expect to hear which breath sound? (GMCH-2019)
A pediatric patient has been diagnosed with right lower lobe pneumonia. Upon auscultation of this lung field, the nurse would expect to hear which breath sound? (GMCH-2019)
Which among the following products are non-biodegradable? (RRB-2019)
Which among the following products are non-biodegradable? (RRB-2019)
What is the full form of FIR? (JSSSH-2019)
What is the full form of FIR? (JSSSH-2019)
A patient who has a history of chronic bronchitis is admitted to the medical unit. The nurse notes the red blood cell count is elevated. Which of these is the likely contributing factor to this lab result in this patient? (GMCH-2019)
A patient who has a history of chronic bronchitis is admitted to the medical unit. The nurse notes the red blood cell count is elevated. Which of these is the likely contributing factor to this lab result in this patient? (GMCH-2019)
A patient with no known allergies is to receive penicillin every six hours. When administering the medication, the nurse observes a fine rash on the patient’s skin. The most appropriate nursing action would be? (JSSSH-2019)
A patient with no known allergies is to receive penicillin every six hours. When administering the medication, the nurse observes a fine rash on the patient’s skin. The most appropriate nursing action would be? (JSSSH-2019)
Sita presents in the hospital with complaints of bleeding per vaginu since few days, lethargy and fever. While taking history she tells about consuming pills for termination of two-month pregnancy which they bought from market with consultation. What condition Sita may have developed? (MP Staff Nurse-2019)
Sita presents in the hospital with complaints of bleeding per vaginu since few days, lethargy and fever. While taking history she tells about consuming pills for termination of two-month pregnancy which they bought from market with consultation. What condition Sita may have developed? (MP Staff Nurse-2019)
Furosemide acts on which part of the nephron? (GMCH-2019)
Furosemide acts on which part of the nephron? (GMCH-2019)
Which of the following conditions makes the indication for iron sucrose in pregnant women? (MP Staff Nurse-2019)
Which of the following conditions makes the indication for iron sucrose in pregnant women? (MP Staff Nurse-2019)
The ability of the body to defend itself against scientific invading agents such as bacteria, toxin, viruses and foreign body, is known as? (JSSSH-2019)
The ability of the body to defend itself against scientific invading agents such as bacteria, toxin, viruses and foreign body, is known as? (JSSSH-2019)
An adult throwing a temper tantrum when he does not get his own way is an example of? (AIIMS Raipur-2019)
An adult throwing a temper tantrum when he does not get his own way is an example of? (AIIMS Raipur-2019)
Sixteen-year-old primigravida patient admitted with severe pregnancy induced hypertension is given intravenous magnesium sulphate. The nurse should obtain which one of the following information?
Sixteen-year-old primigravida patient admitted with severe pregnancy induced hypertension is given intravenous magnesium sulphate. The nurse should obtain which one of the following information?
A client has just returned to a nursing unit after a cardiac catheterization performed using the femoral artery. The nurse places the client in which position? (GMCH-2019)
A client has just returned to a nursing unit after a cardiac catheterization performed using the femoral artery. The nurse places the client in which position? (GMCH-2019)
Intermittent positive pressure breathing is contraindicated in? (AIIMS Raipur-2019)
Intermittent positive pressure breathing is contraindicated in? (AIIMS Raipur-2019)
The overall plan or blueprint for answering the research question is called? (RRB-2019)
The overall plan or blueprint for answering the research question is called? (RRB-2019)
Deepak, who has acute psychosis and has been on haloperidol 20 mg/day for the last 2 days, has an episode characterized by tongue protrusion, oculogyric crisis, stiffness and abnormal posture of limbs and trunk without loss of consciousness for 20 minutes before being presented to casualty. This improves within a few minutes after administration of diphenhydramine HCl. The most likely diagnosis will be? (JSSSH-2019)
Deepak, who has acute psychosis and has been on haloperidol 20 mg/day for the last 2 days, has an episode characterized by tongue protrusion, oculogyric crisis, stiffness and abnormal posture of limbs and trunk without loss of consciousness for 20 minutes before being presented to casualty. This improves within a few minutes after administration of diphenhydramine HCl. The most likely diagnosis will be? (JSSSH-2019)
Neuroleptic drugs are also known as? (RRB-2019)
Neuroleptic drugs are also known as? (RRB-2019)
An infant born with non communicating hydrocephalus has just had a ventro peritoneal shunt inserted. In addition to neuromuscular assessment what measures should the nurse use in child’s care plan? (GMCH-2019)
An infant born with non communicating hydrocephalus has just had a ventro peritoneal shunt inserted. In addition to neuromuscular assessment what measures should the nurse use in child’s care plan? (GMCH-2019)
Coombs test is performed to predict what complication in fetus? (JSSSH-2019)
Coombs test is performed to predict what complication in fetus? (JSSSH-2019)
The statements of beliefs and ideas that are considered to be true are without proof is known as? (JSSSH-2019)
The statements of beliefs and ideas that are considered to be true are without proof is known as? (JSSSH-2019)
Ms. Anita asks the nurse when she can start eating after surgery. What is the most appropriate response by the nurse? (GMCH-2019)
Ms. Anita asks the nurse when she can start eating after surgery. What is the most appropriate response by the nurse? (GMCH-2019)
Where is buccal medicine supposed to be placed? (JSSSH-2019)
Where is buccal medicine supposed to be placed? (JSSSH-2019)
The process by which molecules of a solvent tend to pass from a less concentrated solution into a more concentrated one through a semi permeable membrane is called? (JSSSH-2019)
The process by which molecules of a solvent tend to pass from a less concentrated solution into a more concentrated one through a semi permeable membrane is called? (JSSSH-2019)
The amount of protein required by an Indian adult is _____ Grm protein per kg body wt?
The amount of protein required by an Indian adult is _____ Grm protein per kg body wt?
The term MRSA in bacteriology stands for? (RRB-2019)
The term MRSA in bacteriology stands for? (RRB-2019)
Boerhaave’s syndrome means? (RRB-2019)
Boerhaave’s syndrome means? (RRB-2019)
A client on antipsychotic therapy develops muscle rigidity, high fever, tachycardia, fluctuation in BP, diaphoresis, and rapid deterioration of mental status to stupor and coma. These signs and symptoms are indicative of? (JSSSH-2019)
A client on antipsychotic therapy develops muscle rigidity, high fever, tachycardia, fluctuation in BP, diaphoresis, and rapid deterioration of mental status to stupor and coma. These signs and symptoms are indicative of? (JSSSH-2019)
What is the most common complication for which a nurse must monitor preterm infant?
What is the most common complication for which a nurse must monitor preterm infant?
Cardiac output is increased in case of? (AIIMS Raipur-2019)
Cardiac output is increased in case of? (AIIMS Raipur-2019)
Systematic collection of patient data to identify unmet human needs? (AIIMS Raipur-2019)
Systematic collection of patient data to identify unmet human needs? (AIIMS Raipur-2019)
A process by which a group regulates itself according to its beliefs, principles, and values to stop or prevent negative deviance is known as? (JSSSH-2019)
A process by which a group regulates itself according to its beliefs, principles, and values to stop or prevent negative deviance is known as? (JSSSH-2019)
Rashtriya bal swasthya karyakram (RBSK) is a new initiative aiming at early identification and early intervention for children from birth to 18 years to cover 4’D’s viz.
Rashtriya bal swasthya karyakram (RBSK) is a new initiative aiming at early identification and early intervention for children from birth to 18 years to cover 4’D’s viz.
Which of the following pairs is not the negative symptom of schizophrenia? (GMCH-2019)
Which of the following pairs is not the negative symptom of schizophrenia? (GMCH-2019)
Client who have undergone spinal surgeries are turned in the bed using? (AIIMS Raipur-2019)
Client who have undergone spinal surgeries are turned in the bed using? (AIIMS Raipur-2019)
Which of the following is NOT true about pre-menstrual syndrome? (AIIMS BBSR SNO-2019)
Which of the following is NOT true about pre-menstrual syndrome? (AIIMS BBSR SNO-2019)
“Swachh bharat abhiyan” was launched by prime minister Narendra modi on the occasion of birth anniversary of which of these leaders? (AIIMS Raipur-2019)
“Swachh bharat abhiyan” was launched by prime minister Narendra modi on the occasion of birth anniversary of which of these leaders? (AIIMS Raipur-2019)
- यदि घड़ी को 360 में खरीद कर 315 में बेच जाने पर कितने प्रतिशत हानि प्रतिशत होगी ?
- यदि घड़ी को 360 में खरीद कर 315 में बेच जाने पर कितने प्रतिशत हानि प्रतिशत होगी ?
किसी संख्या के तीन चौथाई का 2/5 यदि 174 हो , तो वह संख्या कितनी है।
किसी संख्या के तीन चौथाई का 2/5 यदि 174 हो , तो वह संख्या कितनी है।
4000 में से छोटी से छोटी कौनसी संख्या घटाई जाये की शेष बची संख्या 19 से पूर्णत: विभाजित हो जाये?
4000 में से छोटी से छोटी कौनसी संख्या घटाई जाये की शेष बची संख्या 19 से पूर्णत: विभाजित हो जाये?
6010 – 6000 ÷ 10 =?
6010 – 6000 ÷ 10 =?
A एक काम को 36 दिन में पूरा कर सजता है वही A और ब उस काम को 12 दिन में कर सकते हैं, B अकेले उस काम को कितने दिन में कर सकता है
A एक काम को 36 दिन में पूरा कर सजता है वही A और ब उस काम को 12 दिन में कर सकते हैं, B अकेले उस काम को कितने दिन में कर सकता है
25 – 12 –5 Solve ?
25 – 12 –5 Solve ?
5/8 of 24 is equal to 15/7 of what number?
5/8 of 24 is equal to 15/7 of what number?
यदि 15 औरते या 10 आदमी एक कार्य को 55 दिन में कर सकते हैं, उसी कार्य को 5 औरते और 4 आदमी साथ मिलकर कितने दिन में पूरा करेगे !
यदि 15 औरते या 10 आदमी एक कार्य को 55 दिन में कर सकते हैं, उसी कार्य को 5 औरते और 4 आदमी साथ मिलकर कितने दिन में पूरा करेगे !
8 + 5 – 3 + 15 (2 + 3)solve ?
8 + 5 – 3 + 15 (2 + 3)solve ?
एक Student को 30% अंक मिलते हैं तो 50 अंक से फेल हो जाता है यदि पास होने के लिये न्यूनतम 40% अंक हो तो कुल अंक कितने बताइये
एक Student को 30% अंक मिलते हैं तो 50 अंक से फेल हो जाता है यदि पास होने के लिये न्यूनतम 40% अंक हो तो कुल अंक कितने बताइये
A किसी काम को 4 दिन में, B उसी काम को 5दिन और C उसी काम को 10 दिन में करते हैं तो A , B, C, मिलकर उस कार्य को कितने दिन में पूरा करेंगे ?
A किसी काम को 4 दिन में, B उसी काम को 5दिन और C उसी काम को 10 दिन में करते हैं तो A , B, C, मिलकर उस कार्य को कितने दिन में पूरा करेंगे ?
(867 + 289)² – (867-289)²=?
867 × 289
(867 + 289)² – (867-289)²=?
867 × 289
एक परीक्षा में एक विद्यार्थी को किसी संख्या का 3/14 ज्ञात करना था,त्रुटिवश उसने उस संख्या का ¾ज्ञात किया, जो सही उत्तर से 150अधिक था , वह संख्या है
एक परीक्षा में एक विद्यार्थी को किसी संख्या का 3/14 ज्ञात करना था,त्रुटिवश उसने उस संख्या का ¾ज्ञात किया, जो सही उत्तर से 150अधिक था , वह संख्या है
यदि 1000 आदमी किसी काम को 12 दिन में करते हैं तो 1200 आदमी उस काम को कितने दिनों में करेंगे ?
यदि 1000 आदमी किसी काम को 12 दिन में करते हैं तो 1200 आदमी उस काम को कितने दिनों में करेंगे ?
MD Saini के वेतन में 20% व्रद्धि कर दी गई. बढे हुए वेतन को 20% कम करने पर MD Saini को कितने प्रतिशत लाभ या हानि होगी ?
MD Saini के वेतन में 20% व्रद्धि कर दी गई. बढे हुए वेतन को 20% कम करने पर MD Saini को कितने प्रतिशत लाभ या हानि होगी ?
यदि क्रय मूल्य 700 , विक्रय मूल्य 1190 हो तो लाभ प्रतिशत ज्ञात करो
यदि क्रय मूल्य 700 , विक्रय मूल्य 1190 हो तो लाभ प्रतिशत ज्ञात करो
एक फलविक्रेता ने 15 के 6 की दर से केले खरीद कर 12 के 4 की दर से बेच दिये, उसका लाभ अथवा हानि प्रतिशत ज्ञात कीजिये
एक फलविक्रेता ने 15 के 6 की दर से केले खरीद कर 12 के 4 की दर से बेच दिये, उसका लाभ अथवा हानि प्रतिशत ज्ञात कीजिये
पांच क्रमागत संख्याओ का योग 270 है, इनमे से दूसरी तथा पाँचवी संख्याओं का योग क्या होगा ?
पांच क्रमागत संख्याओ का योग 270 है, इनमे से दूसरी तथा पाँचवी संख्याओं का योग क्या होगा ?
ममता के पास 100 तथा 50 के कुल 85 नोट है जिनका कुल मूल्य 5000 है, इनमे से 50के नोट कितने है?
ममता के पास 100 तथा 50 के कुल 85 नोट है जिनका कुल मूल्य 5000 है, इनमे से 50के नोट कितने है?
यदि 10 कुर्सियां के क्रय मूल्य, 16 कुर्सियो के विक्रय मूल्य के बराबर है तो कितने प्रतिशत हानि होगी ?
यदि 10 कुर्सियां के क्रय मूल्य, 16 कुर्सियो के विक्रय मूल्य के बराबर है तो कितने प्रतिशत हानि होगी ?
In 2023, G20 summit is to be scheduled in India, which is a summit of?
In 2023, G20 summit is to be scheduled in India, which is a summit of?
Which of the following city is organizing the recent G20 summit which is going to be held in 2023?
Which of the following city is organizing the recent G20 summit which is going to be held in 2023?
Which nursing action is contraindicated while receiving IV dopamine hydrochloride?
Which nursing action is contraindicated while receiving IV dopamine hydrochloride?
Which of the following observations by the nurse indicates an adverse effect of Naloxone hydrochloride on the client?
Which of the following observations by the nurse indicates an adverse effect of Naloxone hydrochloride on the client?
Which of the following effects of atropine sulphate would the nurse expect a client to exhibit?
Which of the following effects of atropine sulphate would the nurse expect a client to exhibit?