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Worksheets

Measurement Abbreviations and Systems

Total questions: 73

Worksheet time: 37mins

Name
Class
Date
1.

Which abbreviation stands for microgram in medication orders?

a)

gr

b)

mEq

c)

mg

d)

mcg

2.

In medical dosing, what does gtt mean?

a)

drop

b)

grain

c)

gram

d)

quart

3.

Which unit is represented by kg?

a)

kilocalorie

b)

kilomole

c)

kiloliter

d)

kilogram

4.

What does mEq measure in pharmacology?

a)

milliliter

b)

milligram

c)

milliequivalent

d)

microgram

5.

Which abbreviation is used for teaspoon?

a)

tsp

b)

tbsp

c)

qt

d)

oz

6.

The abbreviation lb refers to which measure?

a)

quart

b)

ounce

c)

pound

d)

liter

7.

Which abbreviation indicates tablespoon?

a)

tsp

b)

C

c)

tbsp

d)

qt

8.

What does ds indicate on a medication label?

a)

dose small

b)

double strength

c)

dilute solution

d)

daily schedule

9.

In vital signs, C is commonly used to indicate what?

a)

Celsius

b)

Cup

c)

Centiliter

d)

Calorie

10.

Which abbreviation stands for gram?

a)

kg

b)

g, gm

c)

gr

d)

mg

11.

The abbreviation oz corresponds to which measure?

a)

ounce

b)

cup

c)

pound

d)

quart

12.

Which abbreviation indicates quart?

a)

L

b)

lb

c)

oz

d)

qt

13.

What does mg/dl represent in lab results?

a)

milligrams per deciliter

b)

milligrams per liter

c)

micrograms per milliliter

d)

milliequivalents per deciliter

14.

Which metric prefix means divide by 1,000,000 relative to the base unit?

a)

centi-

b)

milli-

c)

kilo-

d)

micro-

15.

Which prefix indicates one thousandth of the base unit?

a)

kilo-

b)

centi-

c)

milli-

d)

micro-

16.

Which metric prefix corresponds to multiplying the base unit by 1,000?

a)

milli-

b)

centi-

c)

micro-

d)

kilo-

17.

What decimal value matches centi- relative to the base unit?

a)

0.001

b)

0.01

c)

0.1

d)

0.0001

18.

If 1 gram equals 1,000 mg, how many milligrams are in 2 grams?

a)

2,000 mg

b)

1,000 mg

c)

200 mg

d)

20,000 mg

19.

How many micrograms are in 1 mg based on the metric relationships?

a)

100 mcg

b)

10 mcg

c)

1,000 mcg

d)

10,000 mcg

20.

A solution label shows 5 mEq per L. What does L stand for here?

a)

ounce

b)

quart

c)

pound

d)

liter

21.

Which household measure is approximately equal to 1 mL?

a)

1 fluid ounce (oz)

b)

1 tablespoon (tbsp)

c)

15 drops (gtt)

d)

1 teaspoon (tsp)

22.

How many milliliters are in 1 teaspoon?

a)

10 mL

b)

3 mL

c)

5 mL

d)

15 mL

23.

Select the metric equivalent for 1 tablespoon.

a)

10 mL

b)

12 mL

c)

20 mL

d)

15 mL

24.

Which set correctly pairs an apothecary unit with its household equivalent?

a)

1 dram = 1 teaspoon

b)

8 drams = 1 tablespoon

c)

1 ounce = 1 gallon

d)

4 drams = 1 cup

25.

A medication order requires 30 mL. Which household measure should be given?

a)

2 teaspoons

b)

1 fluid ounce

c)

1 tablespoon

d)

1 cup

26.

What is the metric equivalent of 1 cup?

a)

360 mL

b)

240 mL

c)

480 mL

d)

120 mL

27.

A patient must drink 960 mL of oral rehydration. Which household measure matches this volume?

a)

1 gallon

b)

1 cup

c)

1 quart

d)

1 pint

28.

Convert 1 pint to milliliters.

a)

3,830 mL

b)

960 mL

c)

480 mL

d)

240 mL

29.

A child’s weight is 22 lb. Approximately how many kilograms is this?

a)

8 kg

b)

10 kg

c)

12 kg

d)

14 kg

30.

An infant weighs 9,600 grams. Using cross-multiplication, what is her weight in kilograms?

a)

0.96 kilograms

b)

96 kilograms

c)

9.6 kilograms

d)

0.0096 kilograms

31.

Which proportion correctly sets up converting 50 micrograms (mcg) to milligrams (mg) using cross-multiplication?

a)

50 mcg / x mg = 10 mcg / 1 mg

b)

50 mcg / x mg = 1 mg / 1,000 mcg

c)

50 mcg / x mg = 1 mcg / 1,000 mg

d)

50 mcg / x mg = 1,000 mcg / 1 mg

32.

After solving the proportion to convert 50 mcg to mg, what value of x in milligrams is obtained?

a)

0.5 mg

b)

0.05 mg

c)

0.0005 mg

d)

0.005 mg

33.

A medication order is written for 3,250 grams. What is the equivalent mass in kilograms using metric conversion?

a)

0.325 kilograms

b)

3.25 kilograms

c)

32.5 kilograms

d)

0.0325 kilograms

34.

A dose is 0.8 milligrams. How many micrograms is this dose when converted by proportion?

a)

8 micrograms

b)

8,000 micrograms

c)

800 micrograms

d)

80 micrograms

35.

A liquid medication is ordered for 2 teaspoons. Convert this dose to milliliters.

a)

5 mL

b)

8 mL

c)

10 mL

d)

12 mL

36.

Which equivalence is most appropriate for converting pounds to kilograms in adult dosing calculations?

a)

1 kg equals 3.3 lb

b)

1 kg equals 0.5 lb

c)

1 kg equals 2.2 lb

d)

1 kg equals 1.1 lb

37.

A patient weighs 145 lb. Using 1 kg = 2.2 lb, what is the weight in kilograms?

a)

68.5 kg

b)

70.0 kg

c)

62.0 kg

d)

65.9 kg

38.

A prescription states 1 teaspoon every 6 hours. The pharmacy label is in milliliters. What single dose should be administered?

a)

2 mL

b)

3 mL

c)

5 mL

d)

7 mL

39.

You need to prepare an IV dose based on weight at 0.1 mg/kg. The patient weighs 145 lb. How many milligrams should be administered per dose?

a)

10.0 mg

b)

6.2 mg

c)

6.6 mg

d)

14.5 mg

40.

A doctor orders 500 mg of amoxicillin. Each capsule on hand contains 250 mg. How many capsules should be administered to deliver the ordered dose?

a)

Four capsules total

b)

One capsule total

c)

Three capsules total

d)

Two capsules total

41.

Which ratio setup correctly represents ordered dose over unknown capsules equals dose per one capsule for a 500 mg order with 250 mg capsules?

a)

500 mg over x capsules equals 250 mg over 1 capsule

b)

x capsules over 500 mg equals 1 capsule over 250 mg

c)

500 mg over 1 capsule equals 250 mg over x capsules

d)

x capsules over 250 mg equals 1 capsule over 500 mg

42.

What simple procedure should be applied after setting up the proportion to solve for x in capsule count problems?

a)

Invert both sides

b)

Cross multiply then divide

c)

Square both sides

d)

Add the numerators

43.

If the ordered dose is 750 mg and the available capsule strength is 250 mg, how many capsules are needed?

a)

Three capsules needed

b)

Two capsules needed

c)

Four capsules needed

d)

Five capsules needed

44.

A tablet is available as 200 mg. The provider orders 600 mg. Which calculation best determines the tablet count?

a)

200 mg plus 600 mg

b)

600 mg divided by 200 mg

c)

600 mg minus 200 mg

d)

200 mg divided by 600 mg

45.

Which statement best defines the difference between ordered dose and dose on hand in tablet calculations?

a)

Dose on hand and ordered dose are always equal

b)

Ordered dose is the prescribed amount; dose on hand is available strength

c)

Dose on hand is what the provider prescribes

d)

Ordered dose is what the patient has at home

46.

A suspension is labeled 500 mg per mL. How many mL are required to deliver a 200 mg dose?

a)

0.4 mL exactly

b)

0.2 mL exactly

c)

2.0 mL exactly

d)

1.0 mL exactly

47.

The doctor orders Decadron 6 mg IM. Stock concentration is 4 mg per mL. What volume should be drawn up?

a)

1.5 mL total

b)

1.0 mL total

c)

2.0 mL total

d)

0.5 mL total

48.

Which proportion correctly sets up a volume calculation for a 6 mg dose using 4 mg per mL stock?

a)

4 mg ÷ x mL = 6 mg ÷ 1 mL

b)

6 mg ÷ x mL = 4 mg ÷ 1 mL

c)

x mL ÷ 6 mg = 1 mL ÷ 4 mg

d)

6 mg ÷ 1 mL = 4 mg ÷ x mL

49.

A liquid suspension reads 250 mg per 5 mL. How many mL deliver 1 teaspoon if 1 tsp equals 5 mL?

a)

5 mL always

b)

1 mL always

c)

2.5 mL always

d)

10 mL always

50.

Convert 0.75 g of medication to milligrams to prepare a liquid dose.

a)

150 mg total

b)

7,500 mg total

c)

75 mg total

d)

750 mg total

51.

You need to give 300 mg of a syrup labeled 250 mg per 5 mL. What volume should you administer?

a)

6 mL total

b)

10 mL total

c)

2 mL total

d)

5 mL total

52.

A provider orders 0.375 g of an oral antibiotic per dose. The suspension available is labeled 187 mg per 1 teaspoon, and 1 teaspoon equals 5 mL. How many mL should be administered for one dose?

a)

7.5 mL per dose

b)

10 mL per dose

c)

15 mL per dose

d)

12.5 mL per dose

53.

When setting up the proportion to solve for mL, which correctly matches dose and concentration with consistent units?

a)

0.375 mg over x mL equals 187 g over 5 mL

b)

375 mg over x mL equals 5 mL over 187 mg

c)

375 mg over x mL equals 187 mg over 5 mL

d)

375 g over x mL equals 187 mg over 5 mL

54.

After setting the proportion 375 mg/x mL = 187 mg/5 mL, what is the correct next step to isolate x?

a)

Divide both sides by 375 mg

b)

Add 375 mg to both sides

c)

Cross multiply the ratios

d)

Convert mg to g first

55.

Which statement best explains why unit consistency matters in multi-step liquid conversions?

a)

It avoids using teaspoons altogether

b)

It makes labels easier to read

c)

It ensures proportions are dimensionally valid

d)

It prevents rounding at the end

56.

A medication order states 15 mg/kg/day divided q12h for a 15.5 kg child. What is the per-dose amount in mg?

a)

58 mg per dose

b)

100 mg per dose

c)

116 mg per dose

d)

125 mg per dose

57.

You have a suspension labeled 250 mg/5 mL. To administer a 116 mg dose, approximately how many milliliters are needed?

a)

4.5 mL needed

b)

3.0 mL needed

c)

2.3 mL needed

d)

1.6 mL needed

58.

Which step should be completed first when calculating mg/kg/day for a child weighing 34 lb?

a)

Convert mL to teaspoons

b)

Convert milligrams to grams

c)

Convert pounds to kilograms

d)

Convert pounds to ounces

59.

An order reads Clarithromycin 15 mg/kg/day po q12h. What does q12h specify?

a)

Every 6 hours dosing

b)

Every 24 hours dosing

c)

Every 12 hours dosing

d)

Every 8 hours dosing

60.

A patient weighs 165 lb and needs 25 mg/kg/day for 7 days. Capsules are 250 mg. How many capsules are dispensed for the week?

a)

63 capsules total

b)

56 capsules total

c)

49 capsules total

d)

42 capsules total

61.

For the 165 lb patient needing 25 mg/kg/day, approximately how many mg per day are required?

a)

2250 mg per day

b)

1250 mg per day

c)

1625 mg per day

d)

1875 mg per day

62.

When converting 165 lb to kg for dosing, which value is most appropriate?

a)

75 kg approximately

b)

68 kg approximately

c)

85 kg approximately

d)

60 kg approximately

63.

A pediatric order is 20 mg/kg/day divided q8h for a 12 kg child. What is the per-dose amount?

a)

30 mg per dose

b)

40 mg per dose

c)

60 mg per dose

d)

80 mg per dose

64.

Using the BSA nomogram shown, what is the best first step to estimate BSA for a patient who is 65 inches tall and weighs 140 lb?

a)

Align height and weight scales with a straightedge

b)

Average the height and weight values numerically

c)

Convert inches and pounds to centimeters and kilograms

d)

Locate 1.76 m² directly on the center scale

65.

On the nomogram, the intersection line between 65 inches and 140 lb most closely crosses which BSA value?

a)

1.20 m² approximately

b)

2.40 m² approximately

c)

0.95 m² approximately

d)

1.76 m² approximately

66.

A medication is ordered at 2.5 mg/m² IV daily. If a child’s BSA is 1.2 m², which calculation correctly finds the daily dose?

a)

Dose = 2.5 × 1.2 = 3 mg

b)

Dose = 2.5 + 1.2 = 3.7 mg

c)

Dose = 1.2 ÷ 2.5 = 0.48 mg

d)

Dose = 2.5 ÷ 1.2 = 2.08 mg

67.

Which statement best explains why BSA-based dosing is used for some IV medications?

a)

It avoids the need to calculate infusion rates

b)

It replaces weight-based dosing universally

c)

It ensures equal doses for all patients

d)

It normalizes dose to body size and surface area

68.

A teenager has height 160 cm and weight 60 kg. Using the nomogram approach, what is the correct procedural sequence?

a)

Start from BSA scale, then choose matching height

b)

Estimate BSA by guessing from typical ranges

c)

Convert to lb and in, average values, read BSA

d)

Mark height and weight, draw a straight line, read BSA

69.

An oncology drug is ordered at 2.0 mg/m². The nomogram indicates BSA ≈ 1.76 m² for a patient. What is the calculated dose?

a)

1.76 mg total

b)

3.52 mg total

c)

0.88 mg total

d)

2.00 mg total

70.

A medication is ordered at 200 mg/m² daily. For a patient with BSA 1.1 m², what is the correct daily dose?

a)

180 mg daily

b)

220 mg daily

c)

240 mg daily

d)

200 mg daily

71.

Which formula correctly relates dose, ordered dose per m², and BSA when calculating a daily dose?

a)

Dose = Ordered dose × BSA

b)

Dose = Ordered dose ÷ BSA

c)

Dose = BSA ÷ Ordered dose

d)

Dose = Ordered dose − BSA

72.

A chemotherapy order states 150 mg/m² once daily. The patient’s BSA is 1.6 m². What dose should be prepared?

a)

240 mg once daily

b)

210 mg once daily

c)

225 mg once daily

d)

255 mg once daily

73.

You verify a calculated dose for 200 mg/m² with BSA 1.1 m² by setting up a proportion. Which step confirms the dose?

a)

Add ordered dose and BSA values

b)

Round BSA to the nearest whole number

c)

Cross-multiply and solve for x

d)

Convert m² to mL before solving