Solving Scale Problems Using Proportions Answers

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Paolo was asked to find the original dimension of an enlarged pentagon. His solution is shown next to the pentagons.Write a proportion. Cross multiply. Solve for x. Not drawn to scale What error did Paolo make in his solution?

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P
Paolo set up an incorrect proportion.
P
Paolo made an error when he cross multiplied the proportion.
P
Paolo divided incorrectly when he solved for x.
P
Paolo multiplied instead of divided when he solved for x.
8

The perimeter of the original rectangle is 16 feet. Not drawn to scaleWhat is the perimeter of the enlarged rectangle? Round to the nearest tenth if necessary.

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A
22.3 feet
B
31 feet
C
32 feet
D
42.7 feet
9

Consider the enlargement of the pentagon. Not drawn to scaleWhat is the value of x, rounded to the nearest tenth?

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A
2.1 centimeters
B
3.3 centimeters
C
7.0 centimeters
D
15.0 centimeters
11

A triangle is reduced. Not drawn to scaleWhat is the perimeter of the reduced triangle, in inches?

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A
15
B
21
C
36
D
48
14

The small rectangle was enlarged to create the big rectangle. Not drawn to scaleWhat is the missing measure on the big rectangle?

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A
6 feet
B
10 feet
C
24 feet
D
30 feet
15

Which side of the original parallelogram corresponds to the y-centimeter side of the enlarged parallelogram? Explain how you know.Not drawn to scale The ____-centimeter side corresponds to the y-centimeter side.

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A
10 cm because both are the shorter sides of the parallelogram
B
10 cm because both are the longer sides of the parallelogram
C
15 cm because both are the shorter sides of the parallelogram
D
15 cm because both are the longer sides of the parallelogram
16

Bobby knows that the perimeter of the original rectangle is 120 meters. He also knows that the perimeter of the reduced rectangle is 30 meters and the reduced length is 9 meters. Not drawn to scaleWhat is the width of the original rectangle?

Question illustration
A
20 meters
B
24 meters
C
36 meters
D
48 meters

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