The healthcare provider prescribes diazepam 10 mg, IM, now.
DIAZEPAM, Injection, USP, For IV. or I.M. use, Rx only, Each mL contains 5 mg diazepam.
Calculate the number of milliliters (mL) for the correct administration dose using the label below = ____ mL
(Round to the nearest tenth (first decimal, 0.0) Enter only the number, no label) .
The Correct Answer is ["2"]
Diazepam is prescribed in a 10 mg dose, and the concentration of diazepam in the injection is 5 mg per mL. By dividing the prescribed dose (10 mg) by the concentration of the drug in the injection (5 mg/mL), the result is 2 mL. This is the correct administration dose.
Nursing Test Bank
Naxlex Comprehensive Predictor Exams
Related Questions
Correct Answer is A
Explanation
Choice A rationale:
The client's respirations are faster and deeper than normal due to expelling too much carbon dioxide. This condition is known as hyperventilation. Hyperventilation can occur due to various reasons such as anxiety, pain, fever, or metabolic acidosis. When the body expels excessive carbon dioxide, it leads to respiratory alkalosis, resulting in faster and deeper breathing to compensate for the decrease in carbon dioxide levels in the blood.
Choice B rationale:
This option is incorrect. Hypoxemia, or low blood oxygen levels, typically leads to rapid, shallow breathing (tachypnea) rather than deep and fast respirations.
Choice C rationale:
This option is incorrect. Inflammation of the phrenic nerve does not directly affect the depth and rate of respirations. Phrenic nerve inflammation is more likely to cause pain during breathing or hiccups.
Choice D rationale:
This option is incorrect. Using intercostal muscles to breathe is a normal physiological process, especially during deep or labored breathing. However, it does not explain the specific situation described in the question, where the respirations are faster and deeper than normal.
Correct Answer is ["0.397"]
Explanation
The correct answer is choice: 0.397.
To convert 397 mg to grams, the following calculation can be done: Understand the Conversion Factor: 1 gram (g) is equal to 1000 milligrams (mg) Therefore, to convert mg to g, divide the number of milligrams by 1000. 397 ÷ 1000 = 0.397. 397mg÷1000=0.397g Therefore,
397 mg is equal to 0.397 grams. .
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