Suppose figure A underwent a dilation to produce figure B. Are figure A and figure B similar?
A
No, because even though their side lengths are the same, their internal angles are different.
B
No, because both their internal angles and their side lengths are different.
C
Yes, because even though their side lengths are different, their internal angles are the same.
D
Yes, because both their side lengths and their internal angles are the same.
Answers
Given : Suppose figure A underwent a dilation to produce figure B. Are figure A and figure B similar
To Find :
A . No, because even though their side lengths are the same, their internal angles are different.
B . No, because both their internal angles and their side lengths are different.
C . Yes, because even though their side lengths are different, their internal angles are the same.
D . Yes, because both their side lengths and their internal angles are the same.
Solution:
A dilation is a transformation that produces an image that is the same shape as the original, but is a different size
if Dilation factor N then image Size is multiplied by N
if Scale factor < 1 then image get reduced
if scale factor > 1 then image get enlarged
scale factor = 1 lead to Same size image
Dilation changes length of sides in same ratio keeping the angles same
Hence figure A and figure B similar
because even though their side lengths are different, their internal angles are the same
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Answer:
They are similar because their internal angles are the same.
Step-by-step explanation:
Take any 2 squares and put them on top of each other. They will always have 4 right angles. No matter the length of the sides they will always have the same angles and corners.