Deck 3: Shop Math
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Deck 3: Shop Math
1
Decimal fractions are added and subtracted just like whole numbers as long as the decimal points are kept in a vertical line.
True
2
A decimal fraction is a number that uses a decimal point to denote a unit that is larger than 1.
False
3
When a formula has more than one mathematical operation, first do all addition and subtraction working from left to right.
False
4
Dividing is the same thing as adding the same number to itself over and over.
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5
Pounds and ounces are mixed units, which can be reduced by dividing the ounces by ____.
A) 4
B) 8
C) 12
D) 16
A) 4
B) 8
C) 12
D) 16
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6
Fractions often cannot be added, subtracted, multiplied, or divided without first having to make some type of ____.
A) equation
B) truncating
C) conversion
D) rounding
A) equation
B) truncating
C) conversion
D) rounding
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7
When adding multiple mixed numbers, add all of the inches first and then all of the feet.
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8
How many feet of scrap pipe you have left from a 7 ft 8 in. piece when 5 ft 5 in. is cut off?
A) 2' 3"
B) 3' 2"
C) 3' 4"
D) 12' 3"
A) 2' 3"
B) 3' 2"
C) 3' 4"
D) 12' 3"
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9
Converting 2 3/4 in. to millimeters will round off to ____.
A) 60 mm
B) 65 mm
C) 70 mm
D) 75 mm
A) 60 mm
B) 65 mm
C) 70 mm
D) 75 mm
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10
The area of a piece of metal that is 3/4 in. long by 7/8 in. wide is 5/6.
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11
When a formula has more than one mathematical operation, first ____.
A) resolve any derivatives
B) perform all operations within parentheses
C) do all multiplication and division working from left to right
D) do all addition and subtraction working from left to right
A) resolve any derivatives
B) perform all operations within parentheses
C) do all multiplication and division working from left to right
D) do all addition and subtraction working from left to right
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12
The amount by which a part can be larger or smaller than the stated dimensions and still be acceptable is known as ____.
A) dimension
B) tolerance
C) round off
D) fraction
A) dimension
B) tolerance
C) round off
D) fraction
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13
Rounding off 15.6549 to the second decimal place, we obtain 15.66.
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14
Fractions smaller than 1/16 of an inch, such as 1/32 and 1/64 of an inch, are not commonly used in fabrication.
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15
When dividing numbers, we often get a whole number followed by a long decimal fraction.
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16
To add 1/2 and 1/16 where both denominators are different, you must first find the common denominator. In this case, it is ____.
A) 32
B) 16
C) 8
D) 2
A) 32
B) 16
C) 8
D) 2
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17
How many 1/4-in. pieces could be cut out of a 3/4-in. piece of metal?
A) 0
B) 1
C) 2
D) 3
A) 0
B) 1
C) 2
D) 3
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18
Almost all welding shop dimensioning uses ____.
A) the metric system
B) truncating
C) radicals
D) mixed units
A) the metric system
B) truncating
C) radicals
D) mixed units
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19
An example of a welding fabrication decimal fraction problem would be to find the total length of two pieces of pipe when one is 5.5 ft and the other is 2.25 ft.
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20
Whole numbers are numbers used to express units in increments of ____.
A) 1
B) 10
C) 100
D) 1000
A) 1
B) 10
C) 100
D) 1000
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21
The most common use of math in welding fabrication is for ____________________.
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22
To reduce any inches equal to or larger than 12 in. to feet and inches you divide the inches by ____________________.
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23
Subtract 5/8 from 7/8: ____________________.
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24
To convert a fraction to a decimal, divide the numerator by the ____________________.
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25
To subtract 2 lb 10 oz from 4 lb 8 oz, you have to convert 1 lb to 16 oz and add that to the ____________________ oz.
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