The following question is about recognizing and matching patterns in shapes that are the same, but viewed from different angles. Two shapes are similar when one can become the other after a rotation clockwise ⟳ or counterclockwise ↺, or a reflection horizontally ↔ and/or vertically ↕.Your task is to choose the figure that completes the statement. Pay attention to the pattern by which the first and second shapes are related, and then figure out which choice matches shape 3. Fill in the blank:Select the image below that completes the statement.1 point

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.

ny two triangles can be considered similar shapes.Select one:a.alwaysb.all of these answers are correct.c.It depends on the orientation of the triangle.d.sometimes

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

Any two triangular windows will be considered similar shapes, even if one has a surface area that is three times greater than the other.Select one:a.If the ratios of their complementary sides are the same.b.If the ratios of their corresponding sides are the same and their angles are the samec.Alwaysd.never

Any two triangles can be considered similar shapes.