Deck 9: Division

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Question
The product of a number and its reciprocal is 0.
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Question
A strip of 7/16-inch metal is 166 1/4- inches long. How many pieces, each 7/8-inch long, can be stamped from it?
Question
Divide and reduce to lowest terms. When dividing, like units cancel out. 3 1/4 feet ÷ 3/8 feet =
Question
Divide and reduce to lowest terms: 5 yards ÷ 1/5 =
Question
A piece of drafting lead is 40 5/8 inches long. How many 6 1/2-inch drafting leads can be cut from it? (No allowance is made for waste.)
Question
With division of common fractions, once the divisor is inverted, follow the rules for multiplication of fractions.
Question
Divide and reduce to lowest terms. When dividing, like units cancel out. 21 pounds ÷ 1/5 pounds =
Question
A CAD drafter completes a certain job in 1/3 hour. How many jobs of the same kind can be completed in 12 hours?
Question
Divide and reduce to lowest terms: 3/8 inch ÷ 2/3 =
Question
  The isometric CAD drawing above must be scaled down by a factor of 4 to make room for additional views. The present height is 2 1/2 , width is 10 5/16 , and the depth measures 8 3/4 . Find the new spatial dimension of the depth in inches.<div style=padding-top: 35px> The isometric CAD drawing above must be scaled down by a factor of 4 to make room for additional views. The present height is 2 1/2 , width is 10 5/16 , and the depth measures 8 3/4 . Find the new spatial dimension of the depth in inches.
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Deck 9: Division
1
The product of a number and its reciprocal is 0.
False
2
A strip of 7/16-inch metal is 166 1/4- inches long. How many pieces, each 7/8-inch long, can be stamped from it?
190
3
Divide and reduce to lowest terms. When dividing, like units cancel out. 3 1/4 feet ÷ 3/8 feet =
8 2/3
4
Divide and reduce to lowest terms: 5 yards ÷ 1/5 =
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5
A piece of drafting lead is 40 5/8 inches long. How many 6 1/2-inch drafting leads can be cut from it? (No allowance is made for waste.)
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6
With division of common fractions, once the divisor is inverted, follow the rules for multiplication of fractions.
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7
Divide and reduce to lowest terms. When dividing, like units cancel out. 21 pounds ÷ 1/5 pounds =
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8
A CAD drafter completes a certain job in 1/3 hour. How many jobs of the same kind can be completed in 12 hours?
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9
Divide and reduce to lowest terms: 3/8 inch ÷ 2/3 =
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10
  The isometric CAD drawing above must be scaled down by a factor of 4 to make room for additional views. The present height is 2 1/2 , width is 10 5/16 , and the depth measures 8 3/4 . Find the new spatial dimension of the depth in inches. The isometric CAD drawing above must be scaled down by a factor of 4 to make room for additional views. The present height is 2 1/2 , width is 10 5/16 , and the depth measures 8 3/4 . Find the new spatial dimension of the depth in inches.
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Unlock for access to all 10 flashcards in this deck.