Determine if triangle F, G, HFGH and triangle I, J, KIJK are or are not similar, and, if they are, state how you know. (Note that figures are NOT necessarily drawn to scale.)FGHIJK271549°1357549°100AnswerAttempt 2 out of 2The triangles similar .

Visualization, Reasoning and Proof, and SimilarityYou can show that two triangles are similar when certain relationships exist betweentwo or three pairs of corresponding parts. If you know two triangles are similar, thenyou know their corresponding sides are proportional.Task 1In the diagram below, AC 6 DF 6 BH and CB 6 FE.A DC GBHFEa. Find four similar triangles. Explain how you know that they are all similar.b. Using the similar triangles you found in part (a), complete the followingextended proportion:ABAC 5 DEj 5 jDG 5 jj

Any two triangles can be considered similar shapes.

and △DEF are similar. Find the missing side length.ABCDEF?75302442(The triangles are not drawn to scale.)

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