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Please help.answer choices : • center g and scale factor ⅓• center e and scale factor ¼• center e ane scale factor 3 • center g and scale factor 4

Please help.answer choices : • center g and scale factor ⅓• center e and scale factor-example-1
User Mcandre
by
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1 Answer

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center E and scale factor of 1/4 (option B)

Step-by-step explanation:

The two shapes are similar. The ratio of corresponsding sides are equal.

Scale factor = new length/original length

DEFG is the original image

D'E'F'G' is the new image

original length = EF = 2 + 6 = 8

new length = E'F' = 2

Scale factor = 2/8

Scale factor = 1/4

The centre of both shapes is at E

Hence, the answer is center E and scale factor of 1/4 (option B)

User Mfirdaus
by
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