Explain why the triangles are similar. Then find the distance represented by x. x ft E 20 ft 60 ft 75 ft Choose only the statements that can be taken from the diagram. Select all that apply. A. ZECA ZDCB because vertical angles are congruent. B. BC AE %3D CA BD O C. ZECA ZDCB because right angles are congruent. YD. ZAEC ZBDC because right angles are congruent. OF. ZA ZB because vertical angles are congruent. D E. CA AC св BC Using only the statements that can be taken from the diagram, choose the postulate or theorem that can be used to prove AAEC - ABDC. O A. SAS - Theorem O B. AA - Postulate O C. SSS- Theorem Click to select your answer and then click Check Answer. Clear All 1 part remaining of 7 e Back Review progress Question 5

Q: For the right triangle below, find the measure of the angle. Figure is not to scale. 6. 8.

A: Here we use the trigonometric ratio.

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A: we have the given figure of two triangles GFE and GJK.

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A: Given, the side lengths                                  11, 13, 25

Q: State if the two triangles are congruent. If they are, state how you know. E G H U

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Q: Determine the method by which the triangles shown are congruent. Your answer: SSS SAS ASA AAS 廿

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Q: Are these triangles similar? Why or why not? A H 84 14 72 12 G F C B 48 00

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Q: Pcin iteon LAThinar Alnahen CL01A00

A: Answer

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A: Given triangles are:

Q: The pair of triangles shown are because the sides are and corresponding angles are 9 R 12 15 10 37…

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Q: A 98° B D E 38 47°

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Q: Question Imaĝė M 60 N 56 70 48 R

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Q: 8. 20 15 25 15

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A: Given that a right angle triangle.  Here we have to find the measure of the angle.

Q: В U. 16 807 \15 /12 80 E A F 20

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Q: 6) A) Not congruent C) SSs B) ASA D) AAS

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Q: Show that the triangles are similar and write a similarity statement. 14 27 A D С 18 21 B

A: THE EXPLANATION HAS BEEN GIVEN IN THE ATTACHED FILE.

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Q: how are these triangles similar ? SAS, ASA, SSS, or AA ? 2. 40 100

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A: Given,

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A: Given : In ∆REV we have ∠E = ∠V.

Q: I.

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Q: W V /125 30

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Q: Are these triangles similar? T. V yes no

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