Which of the following represents the base units of the metric measurement system used in clinical practice?
Cup, tablespoon, kilogram
Ounce, teaspoon, pound
Gram, liter, meter
Minim, dram, grain
The Correct Answer is C
A. Cup, tablespoon, kilogram: Cups and tablespoons are household measurements, not standard metric units. Kilogram is a metric unit for mass, but the combination with non-metric units makes this option incorrect for base metric units used in clinical practice.
B. Ounce, teaspoon, pound: These are customary or imperial units, commonly used in the United States for cooking or informal measurements, and are not part of the metric system used in clinical practice.
C. Gram, liter, meter: Gram (mass), liter (volume), and meter (length) are the base units of the metric system and are standard in clinical practice. They provide consistent, precise measurements essential for medication dosing, fluid administration, and laboratory calculations.
D. Minim, dram, grain: These are apothecary units, an older system previously used in pharmacy, and are largely obsolete in modern clinical practice due to inconsistency and lack of standardization compared with the metric system.
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Naxlex Comprehensive Predictor Exams
Related Questions
Correct Answer is C
Explanation
A. U-500 syringe: A U-500 syringe is designed for very high-concentration insulin (500 units/mL), not standard U-100 insulin. Using it for a 15-unit U-100 dose would result in a dangerously high dose.
B. 0.5 mL syringe: A 0.5 mL syringe can hold up to 50 units of U-100 insulin, but the markings are less precise for small doses like 15 units, increasing the risk of measurement error.
C. 0.3 mL syringe: A 0.3 mL insulin syringe is ideal for small doses up to 30 units of U-100 insulin. Its fine calibration allows accurate measurement of a 15-unit dose, ensuring safe administration.
D. 1 mL syringe: Although a 1 mL syringe can accommodate the 15-unit dose, the larger markings reduce precision, making it less accurate than a 0.3 mL syringe for small insulin doses.
Correct Answer is C
Explanation
Calculation:
- conversion factor between pounds and kilograms
1 kilogram = 2.2 pounds
- Convert the weight to kilograms
Weight (kg) = Weight (lb) ÷ 2.2
Weight (kg) = 154 ÷ 2.2
Weight (kg) = 70 kg
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