Book 3 Chapter 4: Basic Arithmetic Operations Flashcards

1
Q

Add 3 259 kg and 1 429 lb. Express answer as mass.

A

3908.5 kg

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2
Q

Subtract 219 litres from 138 Imperial gallons. Express answer as litres.

A

408.3 L

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3
Q

Three pieces of rope have lengths 2.5 metres, 87 centimetres, and 925 millimetres. Express the total length in metres.

A

4.3 m

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4
Q

Add 1/4 from 9/16

A

1 5/16

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5
Q

Subtract 1/4 from 9/16

A

5/16

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6
Q

Multiply 5/8 x 5/16

A

25/128

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7
Q

Divide 13/16 by 1/4

A

3 1/4

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8
Q

Convert 3 1/4 to an improper fraction

A

13/4

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9
Q

Convert 32/9 to a mixed number

A

3 5/9

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10
Q

Reduce 51/8 to its lowest terms

A

6 3/8

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11
Q

Add 6 3/8 to 9 2/3

A

16 1/24

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12
Q

Subtract 3 7/8 from 8 2/3

A

4 19/24

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13
Q

Multiply 3 1/2 by 5 3/4

A

20 1/8

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14
Q

Divide 1 5/8 into 7 2/3

A

4 28/39

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15
Q

Express 5/16 as a decimal value using 3 decimal places.

A

0.313

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16
Q

Express 3 7/8 as a decimal value using 3 decimal places.

17
Q

Express 3 7/8 as a decimal value using 3 decimal places

18
Q

Express 5.625 in fractional form.

19
Q

Your current wage is $15.35 per hour and you have received a 7% increase. Calculate your new wage.

20
Q

As you increase the continuous blow down (CBD) of your boiler, the total dissolved solids (TDS) goes down. Is this a direct or inverse proportion?

A

Direct proportion

21
Q

Amperage to an electric motor increases as the flow through a centrifugal pump increases. Is this a direct proportion?

22
Q

What is the result of the indicated division:
5/7 divided 2/11

A) 3(13/14)
B) 7(13/21)
C) 2(13/21)
D) (5/6)
E) 7(7/15)

A

A) 3 (13/14)

23
Q

Divide 4035 by 15:
A) 127
B) 326
C) 335
D) 269
E) 103

24
Q

As the pressure increases,the volume of a gas decreases. This is an example of:
A) Reciprocity
B) Inverse proportion
C) Reverse proportion
D) Direct proportion
E) Indirect proportion

A

B) Inverse proportion

25
Multiply (-21.6) by (-54.2) A) -1160.65 B) 1170.62 C) 1160.65 D) 1170.72 E) -1170.62
D) 1170.72
26
Solve the expression: (31) + (-27) + (-17) - (-35) + (-2)^3 A) 14 B) 68 C) 36 D) -48 E) -40
A) 14
27
Multiply 365.24 by 92.1 A) 33791.219 B) 33605.831 C) 33638.649 D) 33638.604 E) 32538.504
D) 33638.604
28
Find the sum of 36.54+8.2086+489.2+421 A) 910.53 B) 91053 C) 954.9486 D) 2097446 E) 2097.446
C) 954.9486
29
Multiply the following fractions: 3/4 x 1/3. A) 1/3 B) 1/6 C) 1/4 D) 5/12 E) 1/2
C) 1/4
30
In division the answer is called the: A) Divisor B) Quotient C) Factor D) Dividend E) Index
B) Quotient
31
All fractions other than those which are decimal fractions are described by the term ______ fractions. A) Denominator B) Index C) Mulltiplier D) Numerator E) Common
E) Common
32
If the fraction is preceded by a whole number the result is a: A) Mixed number B) Uncommon fraction C) Decimal fraction D) Common fraction E) Improper number
A) Mixed number
33
With fractions if the numerator is greater than the denominator the fraction is a/an _____ fraction. A) Decimal B) Mixed number C) Improper D) Uncommon E) Common
C) Improper
34
The best method of decimal number division by the beginner is to move the decimal point in both the divisor and dividend so that the divisor becomes a/an: A) Quotient B) Whole number C) Fraction D) Dividend E) Divisor
B) Whole number
35
A fraction has been reduced to its lowest terms when the numerator and denominator are ____ to each other, when they have no common factors. A) Factor B) Product C) Index D) Prime E) Quotient
D) Prime
36
Addition is basically a system of: A) Dividing B) Adding C) Multiplying D) Subtracting E) Counting
E) Counting
37
Reduce the fraction 10/15 to thirds: A) 4/3 B) 5/3 C) 2/3 D) 3/3 E) 1/3
C) 2/3