if polygon ABCD rotates 70 counterclockwise about point E to give polygon A'B'C'D, which relationship must be true? A. BB'=DD' B.m ABC m A'B'C'
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The correct option is C. m∠ABC=m∠ABC
Step-by-step explanation:
A polygon stands as a two-dimensional geometric formation that contains a finite number of sides.
It is shown that when polygon ABCD exists rotated by 70°in counterclockwise order about point E to present polygon A'B'C'D'.
When a Quadrilateral exists turned
1. The form and size of two Quadrilateral do not vary.
2. The Interior angle of two quadrilaterals will even not alter.
The only connection which will be right is Option C →m∠ABC=m∠A'B'C'.
When we turn a geometrical figure by a particular angle, its interior angle does not vary.
The figure is shown below,
#SPJ3
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