Complete the following sentence by choosing from the given list.If two polygons are similar their corresponding angles are Answer 1 Question 2 in size and their corresponding sides are in the same Answer 2 Question 2.

Similar polygons have corresponding angles that are Blank 1 Question 9 , and corresponding sides that are Blank 2 Question 9 .

If two polygons ABCDEF and MNLPQR are similar, and the following angle measures are given, state the corresponding angles and their measures.Angle D = 109o , Angle Q = 28o1) Enter the letter only of the angle that corresponds to angle N: Answer2) Enter the degree measure of the angle that corresponds to angle D. (Do not put the degree symbol in the blank.):

Decide whether the following statements are true or false. Choose your answer. Two polygons are congruent if corresponding angles are equal. Answer 1 Question 1Two polygons are congruent if the corresponding sides are equal. Answer 2 Question 1

For each statement, write A if the statement is always true, S if the statement is sometimes true, and N if the statement is never true.1. Two rectangles are similar.2. Two rhombi are similar.4.3. Two squares are similar.4. Two equilateral triangles are similar.5. Two isosceles trapezoids are similar.6. A quadrilateral is similar to a pentagon.7. A right triangle is similar to an equilateral triangle.8. If AABC = ADEF and ADEF ~AXYZ, then AABC~AXYZ.9. Two congruent triangles are similar.10. Two similar triangles are congruent

Match the definition with the correct word.Two pairs of proportional sides and a pair of equal included angles determine similar triangles.Answer 1 Question 18If two pairs of corresponding angles in a pair of triangles are congruent, then the triangles are similar. We know this because if two angle pairs are the same, then the third pair must also be equal. When the three angle pairs are all equal, the three pairs of sides must also be in proportion.Answer 2 Question 18If all three pairs of sides of corresponding triangles are in proportion, the triangles are similarAnswer 3 Question 18