Deck 2: Decimals
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Deck 2: Decimals
1
1,000 ÷ 22.7 =
A) 227
B) 2,270
C) 22,700
D) 227,000
A) 227
B) 2,270
C) 22,700
D) 227,000
22,700
2
6.5 ÷ 100 =
A) 0.65
B) 0.065
C) 0.0065
D) 0.00065
A) 0.65
B) 0.065
C) 0.0065
D) 0.00065
0.065
3
950.03 ÷ 10 =
A) 95.003
B) 9.5003
C) 0.95003
D) 0.095003
A) 95.003
B) 9.5003
C) 0.95003
D) 0.095003
95.003
4
800.12 ÷ 1,000 =
A) 8.0012
B) 8,001.2
C) 80,012
D) 800,120
A) 8.0012
B) 8,001.2
C) 80,012
D) 800,120
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5
0.85 rounded to the nearest tenth is _____.
A) 0.8
B) 0.9
C) 1.0
D) 0.86
A) 0.8
B) 0.9
C) 1.0
D) 0.86
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6
4.499 rounded to the nearest hundredth is _____.
A) 4
B) 4.49
C) 4.5
D) 5
A) 4
B) 4.49
C) 4.5
D) 5
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7
89.3233 rounded to the nearest thousandth is _____.
A) 89.32
B) 89.33
C) 89.323
D) 89.32414
A) 89.32
B) 89.33
C) 89.323
D) 89.32414
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8
6.35 rounded to the nearest tenth is _____.
A) 6.38
B) 6.39
C) 6.4
D) 6.3
A) 6.38
B) 6.39
C) 6.4
D) 6.3
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9
10.6477 rounded to the nearest tenth is _____.
A) 10.6
B) 10.64
C) 10.65
D) 11.0
A) 10.6
B) 10.64
C) 10.65
D) 11.0
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10
0.085 + 0.73 =
A) 8.15
B) 0.00815
C) 0.0815
D) 0.815
A) 8.15
B) 0.00815
C) 0.0815
D) 0.815
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11
Each position in a decimal number has a _____ value.
A) monetary
B) place
C) fraction
D) whole
A) monetary
B) place
C) fraction
D) whole
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12
_____ should be used as a placeholder to the left of the decimal point when there is no whole number.
A) A 1
B) A 5
C) Nothing
D) A zero
A) A 1
B) A 5
C) Nothing
D) A zero
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13
When comparing the value of decimals, the correct sequence is
A) whole number, hundredths, tenths, thousandths.
B) ignore the whole number; compare tenths, hundredths, thousandths.
C) whole number, tenths, hundredths, thousandths.
D) thousandths, hundredths, tenths, whole number.
A) whole number, hundredths, tenths, thousandths.
B) ignore the whole number; compare tenths, hundredths, thousandths.
C) whole number, tenths, hundredths, thousandths.
D) thousandths, hundredths, tenths, whole number.
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14
Adding a zero to the last nonzero number after the decimal point
A) increases the whole number only.
B) increases the value of the number.
C) decreases the value of the whole number only.
D) does not change the value of the number.
A) increases the whole number only.
B) increases the value of the number.
C) decreases the value of the whole number only.
D) does not change the value of the number.
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15
When performing a calculation containing decimals, the answer is rounded when
A) it contains more than three numbers after the decimal point.
B) it contains more decimal places than needed.
C) it contains more than two numbers after the decimal point.
D) an answer is never rounded.
A) it contains more than three numbers after the decimal point.
B) it contains more decimal places than needed.
C) it contains more than two numbers after the decimal point.
D) an answer is never rounded.
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16
When rounding decimals, if the number to the right of the target place value is 4 or less,
A) the number in the target place value should be rounded up by one number.
B) the number in the target place value should be rounded down by one number.
C) the number in the target place value should not be changed.
D) the number in the target place value should be rounded up by two numbers.
A) the number in the target place value should be rounded up by one number.
B) the number in the target place value should be rounded down by one number.
C) the number in the target place value should not be changed.
D) the number in the target place value should be rounded up by two numbers.
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17
4.99875 rounded to the nearest hundredth is _____.
A) 5
B) 4.1
C) 4.99
D) 5.91
A) 5
B) 4.1
C) 4.99
D) 5.91
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18
In the conversion of fractions to decimals, the fraction should be thought of as a(n) _____ problem.
A) multiplication
B) division
C) addition
D) subtraction
A) multiplication
B) division
C) addition
D) subtraction
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19
When converting decimals to fractions or mixed numbers, the number to the left of the decimal point is
A) the numerator of the fraction.
B) the whole number.
C) the denominator of the fraction.
D) not considered part of the fraction or mixed number.
A) the numerator of the fraction.
B) the whole number.
C) the denominator of the fraction.
D) not considered part of the fraction or mixed number.
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20
When adding or subtracting decimals, the decimal points
A) are aligned.
B) should not be taken into consideration.
C) are moved to the right in both numbers.
D) are moved to the right in the smallest number.
A) are aligned.
B) should not be taken into consideration.
C) are moved to the right in both numbers.
D) are moved to the right in the smallest number.
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21
A bottle of liquid medication contains 100 mL. Patients were administered doses in the amounts of: 5.75 mL, 4.2 mL, 6.25 mL, 7.45 mL, and 5.5 mL. How much medication remains in the bottle?
A) 29.15 mL
B) 74 mL
C) 70.85 mL
D) 29 mL
A) 29.15 mL
B) 74 mL
C) 70.85 mL
D) 29 mL
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22
A patient should receive 15 g of a medication. You have one tablet containing 3.5 g and another containing 6.25
A) 9.75 g
B) 9 g
C) 5 g
D) 5.25 g
A) 9.75 g
B) 9 g
C) 5 g
D) 5.25 g
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23
To determine the position of the decimal point when multiplying decimals, you should
A) count the places to the right of the decimal point in the number you are multiplying by.
B) count the total number of places to the left of the decimal point in both numbers.
C) count the places to the left of the decimal point in the number you are multiplying by.
D) count the total number of places to the right of the decimal point in both numbers.
A) count the places to the right of the decimal point in the number you are multiplying by.
B) count the total number of places to the left of the decimal point in both numbers.
C) count the places to the left of the decimal point in the number you are multiplying by.
D) count the total number of places to the right of the decimal point in both numbers.
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24
When dividing decimals, the _____ must be converted to a whole number.
A) divisor
B) dividend
C) quotient
D) answer
A) divisor
B) dividend
C) quotient
D) answer
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25
A patient is to receive (1/2) tablet four times daily. The available tablets are 5 mg. How many milligrams of medication will the patient receive per day?
A) 2.5 mg
B) 5 mg
C) 10 mg
D) 4 mg
A) 2.5 mg
B) 5 mg
C) 10 mg
D) 4 mg
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26
Mr. Jones is to receive 2.25 mL of a liquid medication every 4 hours. How much medication will he receive during
days?
A) 13.5 mL
B) 47.25 mL
C) 40.5 mL
D) 50 mL

A) 13.5 mL
B) 47.25 mL
C) 40.5 mL
D) 50 mL
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27
Mr. Anderson received a total of 45.25 g of a medication over 5 days. He received 4 doses per day. How much medication per dose did he receive? (round to nearest hundredth)
A) 2.26 g
B) 2.30 g
C) 9.15 g
D) 9.20 g
A) 2.26 g
B) 2.30 g
C) 9.15 g
D) 9.20 g
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28
Write the fraction
in decimal form.
A) 61.25
B) 0.6125
C) 6.125
D) 612.5

A) 61.25
B) 0.6125
C) 6.125
D) 612.5
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29
Mr. Adams had $54.60 before he paid for two prescriptions at $13.25 for each prescription. How much money does he have left?
A) $26.50
B) $28.10
C) $1.60
D) Nothing; he is short 25 cents
A) $26.50
B) $28.10
C) $1.60
D) Nothing; he is short 25 cents
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30
Determine the answer rounded to the nearest hundredth and convert to a fraction reduced to simplest form: 5.45 * 15.67 = ____________.
A)
B)
C)
D)
A)

B)

C)

D)

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31
A bottle contains 30 ounces of medication. If each dose equals 0.3 ounce, how many doses of medication does the bottle contain?
A) 30
B) 100
C) 150
D) 300
A) 30
B) 100
C) 150
D) 300
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32
Convert
to a decimal: _______________

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33
Convert
to a decimal: _______________
ASHP: 12.1.a Explain the use of Roman numerals, Arabic numbers, fractions, decimals, and apothecary symbols.
ASHP: 28.3.a Correctly solve mathematical problems using Roman numerals, Arabic numbers, fractions, apothecary symbols, and decimals.

ASHP: 12.1.a Explain the use of Roman numerals, Arabic numbers, fractions, decimals, and apothecary symbols.
ASHP: 28.3.a Correctly solve mathematical problems using Roman numerals, Arabic numbers, fractions, apothecary symbols, and decimals.
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34
Convert
to a decimal: _______________

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35
Place the symbol >, <, or = between the following pair of decimals to make it a true statement: 80.8______________80.9
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36
Place the symbol >, <, or = between the following pair of decimals to make it a true statement: 0.0030______________0.0300
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37
Place the symbol >, <, or = between the following pair of decimals to make it a true statement: 144.440______________14.444
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38
0.99 rounded to the nearest tenth is _______________.
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39
6.555 rounded to the nearest hundredth is _______________.
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40
Convert 1.03 to a mixed number: _______________.
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41
Convert 0.567 to a fraction: _______________
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42
3.033 + 41.99 = _______________
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43
Sherri made two purchases at the hospital gift shop for $11.06 and $3.40. What is the total amount of money she spent at the gift shop?
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44
5.803 + 0.001 + 10.02 = _______________
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45
6.777 + 8 + 31.82 = _______________
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46
9.003 - 5.77 = _______________
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47
13.821 + 0.356 + 12.27 = _______________
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48
17.008 - 2.32 = _______________
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49
35.025 - 2.502 = _______________
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50
The difference between 928.763 and 439.763 is _______________.
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51
The difference between 1,862.301 and 1,200.065 is _______________.
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52
A bottle of liquid medicine contains 100 milliliters (mL). The following amounts are given to patients from the bottle: 1.0 mL, 2.75 mL, 3.1 mL, and 1.75 mL. The amount that should be left in the bottle is _______________.
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53
3.076 * 0.4 =
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54
0.0401 * 0.0202 =
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55
0.005 * 4.03 =
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56
A patient is given 6.5 milliliters (mL) of liquid medication 3 times a day for 4 days. She received ______________ of the medication during the 4 days.
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57
0.6 ÷ 0.02 =
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58
33.3 ÷ 11 =____________ (round to the nearest hundredth)
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59
104.56 ÷ 100 =
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60
4.56 + 15.8 - 12.45 = _______________.
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61
65.998 - 25.245 + 18.75 = _______________ (round answer to nearest hundredth)
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62
The correct way to write the number one hundred one and sixteen one-thousands is: _______________.
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63
The correct way to write the number four hundred twenty-three thousandths is: _______________.
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64
The correct way to write the number sixty and three ten-thousandths is: _______________.
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65
Convert the fraction
to a decimal: _______________

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66
Convert the mixed number
to a decimal: _______________

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67
Convert the mixed number
to a decimal, rounding to the nearest hundredth: _______________

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68
Convert the mixed number
to a decimal: _______________

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69
Convert 3.125 to a mixed number, reducing the fraction to lowest terms:______________
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70
Convert 100.6 to a mixed number, reducing the fraction to lowest terms:______________
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71
Convert 0.065 to a fraction, reducing the fraction to lowest terms:______________
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72
Convert 0.43 to a fraction, reducing the fraction to lowest terms: _______________
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73
Convert 0.24 to a fraction, reducing the fraction to lowest terms: _______________
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74
0.27 ÷ 0.03 =
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75
1.625 ÷ 0.5 =
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