Do you think a sequence of translations across the x- or y-axis and/or reflections on a figure could result in the same image as
a 90-degree clockwise rotation? Explain why or why not.
2 answers:
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Answer:
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Step-by-step explanation:
:)
Answer:
<em>The two figures are similar as the ratio of corresponding distances and slope of corresponding lines are EQUAL.</em>
Step-by-step explanation:
Noting the coordinates of points,
C(-1,6), D(3,4) , E(2,3) , F(3,0), G(1,-2) , A(0,1) , B(-2,2)
J(4.5,3.5), K(6.5,2.5), L(6,2), M(6.5,0.5) , N(5.5,-0.5) , H(5,1) , I(4,1.5)
using the distance formula =
we find that,
CD= and JK=
thus, ratio of CD to JK is 2.
Similarly find ratio of DE to KL and so on, the ratio remains same.
Further one can even comment on the slopes of corresponding lines been equal.
Thus the figures turn out to be similiar to each other