Calculations Practice Exam

Calculations Practice Exam

12th Grade

50 Qs

quiz-placeholder

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Calculations Practice Exam

Calculations Practice Exam

Assessment

Quiz

Other

12th Grade

Hard

Created by

Adali Ayala

FREE Resource

50 questions

Show all answers

1.

MULTIPLE CHOICE QUESTION

2 mins • 2 pts

You are filling a prescription that reads: Amoxicillin 125 mg/5 mL, Sig 1 tsp t.i.d. Dispense 150 mL. How many milliliters should the patient take each day?

15mL

10mL

20mL

5mL

Answer explanation

  1. "1 tsp" means 1 teaspoon, which is equivalent to 5 mL.

    • "t.i.d." means three times a day.

  2. Calculate the amount of medication per dose:

    • 1 tsp = 5 mL per dose.

  3. Calculate the total daily dosage:

    • 5 mL per dose × 3 doses per day

    • = 15 mL per day.

2.

MULTIPLE CHOICE QUESTION

2 mins • 2 pts

You are filling a prescription that reads: EES® 200, Sig 1 tsp t.i.d. Dispense 150 mL. How many days should this prescrip­tion last?

5 days

7 days

10 days

14 days

Answer explanation

  1. EES® 200: This is the medication and strength.

    • Sig 1 tsp t.i.d.: 'Sig' means directions for use. "1 tsp" means 1 teaspoon per dose. 't.i.d.' means three times a day.

    • Dispense 150 mL: The total amount to be given is 150 mL.

  2. Convert teaspoon to milliliters: 1 teaspoon (tsp) = 5 mL.

  3. Calculate the total daily dose:

    • 1 dose = 5 mL

    • 3 doses per day: 5 mL × 3 = 15 mL per day

  4. Calculate how many days the prescription will last:

    • Total volume dispensed = 150 mL

    • Daily usage = 15 mL

    • Number of days = 150 mL ÷ 15 mL/day = 10 days

3.

MULTIPLE CHOICE QUESTION

2 mins • 2 pts

A compounded prescription calls for 600 g of white petrolatum. How many 1 lb. jars should you obtain so there is enough to prepare this prescription?

2 jars

1 jar

4 jars

3 jars

Answer explanation

First, convert 1 pound (lb) to grams (g).
1 lb = 454 g.

  1. Determine how many grams are in one jar: 1 jar = 454 g.

  2. Calculate how many jars are needed to get at least 600 g:
    600 g ÷ 454 g/jar ≈ 1.32 jars.

  3. Since you cannot obtain a fraction of a jar, you need to round up to the next whole number. Therefore, you need 2 jars.

4.

MULTIPLE CHOICE QUESTION

2 mins • 2 pts

Each tablet of Tylenol® #3 has 30 mg of codeine. How many grains of codeine are in each tablet of Tylenol® #3?

2 grains

1 grain

3 grains

1/2 grain

Answer explanation

First, recall the conversion factor between milligrams (mg) and grains. 1 grain = 64.8 mg.

  1. Each tablet contains 30 mg of codeine.

  2. To find out how many grains this is, divide the amount in mg by the number of mg in a grain:
    30 mg ÷ 64.8 mg/grain = 0.463 grains.

  3. Looking at the answer choices, the closest value is 1/2 grain (which is 0.5 grain).

5.

MULTIPLE CHOICE QUESTION

2 mins • 2 pts

One form of influenza vaccine, the Live Attenuated Intranasal Vaccine, must be stored at -15°C. What is this temperature in degrees F?

-2°F

5°F

-5°F

2°F

Answer explanation

Recall the formula to convert Celsius (°C) to Fahrenheit (°F):
°F = (°C × 9/5) + 32

  1. Substitute -15 for °C in the formula:
    °F = (-15 × 9/5) + 32

  2. Calculate -15 × 9/5:
    -15 × 9 = -135
    -135 ÷ 5 = -27

  3. Add 32 to -27:
    -27 + 32 = 5

  4. So, -15°C is equal to 5°F.

6.

MULTIPLE CHOICE QUESTION

2 mins • 2 pts

The lead pharmacy technician must reor­der billing forms when 80% of the case has been used. A full case of billing forms contains 20 packages of forms. How many packages of forms should be remaining in the case when it’s time to reorder?

8 packages

16 packages

12 packages

4 packages

Answer explanation

First, determine how many packages are in a full case: 20 packages.

  1. Next, calculate how many packages represent 80% of the case:
    80% of 20 = 0.8 × 20 = 16 packages.

  2. This means that when 16 packages have been used, it is time to reorder.

  3. To find out how many packages are left at this point, subtract the used packages from the total:
    20 - 16 = 4 packages.

7.

MULTIPLE CHOICE QUESTION

2 mins • 2 pts

In reconstituting a liquid antibiotic, 90 mL of distilled water should be used. If 1/3 of the water should be added first to moisten the powder, how much water should be added to moisten the powder?

30 mL

15 mL

16 mL

45 mL

Answer explanation

Total amount of distilled water required = 90 mL.

  1. According to the question, 1/3 of the water should be added first to moisten the powder.

  2. Calculate 1/3 of 90 mL:
    1/3 × 90 mL = 30 mL.

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