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Medications Calculations Practice worksheet featuring eight problems on dosage, volume, and drip rate calculations.

Medications Calculations Practice worksheet with eight math problems related to medication dosages, volumes, and drip rates.

Medications Calculations Practice worksheet with eight math problems related to medication dosages, volumes, and drip rates.

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Show Answer Key & Explanations Step-by-step solution for: 11 Med Math Worksheets
Here is the step-by-step solution to all 8 medication calculation problems from your worksheet.

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General Formula for Volume Calculations (Proportion Method):

> Volume to Administer = (Ordered Dose / Available Dose) × Volume of Available Dose

Or in formula form:
> V = (D_order / D_stock) × V_stock

Where:
- V = volume to administer
- D_order = dose ordered by provider
- D_stock = concentration available (dose per volume)
- V_stock = volume that contains the stock concentration

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Problem 1:


What volume is required for an injection if 750mg are ordered and stock ampules contain 200mg/ml?

- Ordered: 750 mg
- Stock: 200 mg/mL

→ V = (750 mg / 200 mg/mL) = 3.75 mL

Answer: 3.75 mL

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Problem 2:


A dose of 3500mg of medication has been ordered. The medication comes in 5g/2mL. What volume will you give?

First, convert grams to milligrams:
- 5 g = 5000 mg → So stock is 5000 mg / 2 mL

→ V = (3500 mg / 5000 mg) × 2 mL
= (0.7) × 2 mL = 1.4 mL

Answer: 1.4 mL

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Problem 3:


A flask of 1L of 4% dextrose in saline is required over 6hrs with a DF of 15. How many DPM is this?

- DF = Drop Factor = 15 drops/mL
- Total volume = 1 L = 1000 mL
- Time = 6 hours = 6 × 60 = 360 minutes

Formula for Drops Per Minute (DPM):

> DPM = (Total Volume in mL × Drop Factor) / Time in Minutes

→ DPM = (1000 mL × 15) / 360 min
= 15,000 / 360 ≈ 41.67 drops/min

(Round to nearest whole number as per clinical practice)

Answer: 42 DPM

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Problem 4:


A dose of 4500mg of medication has been ordered. The medication comes in 5g/0.3mL. What volume will you give?

Convert 5g to mg: 5g = 5000 mg → Stock = 5000 mg / 0.3 mL

→ V = (4500 mg / 5000 mg) × 0.3 mL
= (0.9) × 0.3 mL = 0.27 mL

Answer: 0.27 mL

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Problem 5:


What volume is required for an injection if 500mg are ordered and stock ampules contain 250mg/mL?

→ V = (500 mg / 250 mg/mL) = 2 mL

Answer: 2 mL

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Problem 6:


What volume is required for an injection if 600mg are ordered and stock ampules contain 350mg/mL?

→ V = (600 mg / 350 mg/mL) ≈ 1.714 mL

(Rounded to 2 decimal places for clinical use)

Answer: 1.71 mL

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Problem 7:


A dose of 2g of medication has been ordered. The medication comes in 4g/0.4mL. What volume will you give?

→ V = (2g / 4g) × 0.4 mL
= (0.5) × 0.4 mL = 0.2 mL

Answer: 0.2 mL

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Problem 8:


A flask of 1.5L of 0.9% saline is required over 8hrs with a DF of 20. How many DPM is this?

- Volume = 1.5 L = 1500 mL
- Time = 8 hrs = 8 × 60 = 480 min
- DF = 20 drops/mL

→ DPM = (1500 mL × 20) / 480 min
= 30,000 / 480 = 62.5 drops/min

(Round to nearest whole number)

Answer: 63 DPM

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## Final Answers Summary:

1. 3.75 mL
2. 1.4 mL
3. 42 DPM
4. 0.27 mL
5. 2 mL
6. 1.71 mL
7. 0.2 mL
8. 63 DPM

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Let me know if you’d like these explained further or need help setting up the formulas!
Parent Tip: Review the logic above to help your child master the concept of paramedic med math worksheet.
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