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Dosage calculations involve determining the correct amount of medication to administer based on a patient's weight, body surface area (BSA), or drip rates. These calculations are crucial in healthcare to ensure safe and effective treatment.
Accurate dosage calculations are essential for preventing medication errors, which can lead to adverse effects or ineffective treatment. They are critical in pediatrics, oncology, and critical care, where precise dosing is vital.
Multiply the weight by the dose per kilogram.
Body Surface Area (BSA):
BSA (m²) = √[(Height (cm) x Weight (kg)) / 3600]
Multiply the BSA by the prescribed dose per m².
Drip Rates:
70 kg x 5 mg/kg = 350 mg
BSA = √[(170 cm x 70 kg) / 3600] ≈ 1.87 m²
1.87 m² x 100 mg/m² = 187 mg
1000 mL / 8 hours = 125 mL/hr
A patient weighs 60 kg and the prescribed dose is 7 mg/kg. What is the correct dose? - Options: - A) 420 mg - B) 42 mg - C) 4200 mg - D) 4.2 mg - Correct Answer: A) 420 mg - Explanation: 60 kg x 7 mg/kg = 420 mg - Why the Distractors Are Tempting: B) and D) are common rounding errors, C) is a unit conversion mistake.
60 kg x 7 mg/kg = 420 mg
A patient has a height of 160 cm and a weight of 65 kg. What is the BSA? - Options: - A) 1.73 m² - B) 1.65 m² - C) 1.80 m² - D) 1.55 m² - Correct Answer: A) 1.73 m² - Explanation: BSA = √[(160 cm x 65 kg) / 3600] ≈ 1.73 m² - Why the Distractors Are Tempting: B), C), and D) are close approximations but incorrect.
BSA = √[(160 cm x 65 kg) / 3600] ≈ 1.73 m²
A patient needs 500 mL of fluid over 4 hours. What is the correct drip rate in mL/hr? - Options: - A) 125 mL/hr - B) 100 mL/hr - C) 200 mL/hr - D) 50 mL/hr - Correct Answer: A) 125 mL/hr - Explanation: 500 mL / 4 hours = 125 mL/hr - Why the Distractors Are Tempting: B) and D) are common miscalculations, C) is an overestimation.
500 mL / 4 hours = 125 mL/hr
Weight (kg) x Dose (mg/kg)
√[(Height (cm) x Weight (kg)) / 3600]
Total volume (mL) / Time (hours)
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