Practice Questions: If \(\angle A\) in Triangle \(ABC\) is \(40^\circ\) and Triangle \(DEF\) is a dilation of Triangle \(ABC\), what is \(\angle D\) in Triangle \(DEF\)? A pentagon \(ABCDE\) has \(\angle A = 108^\circ\). If Pentagon \(A’B’C’D’E’\) is a dilation of Pentagon \(ABCDE\), what is \(\angle A’\)? \(40^\circ\) \(108^\circ\)
Their corresponding angles are congruent. Their corresponding sides are proportional. Examples Two triangles \(EFG\) and \(LMN\) have sides in the ratio \(3:4\). If \(\angle E = \angle L\) and \(\angle F = \angle M\), are the two triangles similar? Squares \(UVWX\) and \(QRST\) have side lengths in the ratio \(5:7\). Are the two squares similar? […]
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