AB 16. Given: SR BC CA RA AS Prove: BC | AR -C S. R.

Q: 1. Given: AB = CD, BC = AD Prove: < A =< C A B D

A: SSS congruence postulate: According to SSS, two triangles are congruent if all corresponding sides…

Q: Given: JK = LK ; JM = LM Prove: AKJM = AKLM

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Q: 10. Given: 21 = L2, L3 = Z4 Proof Prove: AQET= AQEU T o< + B 4 1 l 2 U យឃ

A: Given:The figure is shown as,To prove:

Q: 1. Given the identity, 1 + cotx = cscx. For which values of x is the proof valid?

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Q: B E D

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Q: Part 1 out of 3 Because BD and AC bisect each other, AE = CE and BE = DE, so AE (select) congruent…

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Q: 102 メ1ラ

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Q: en: PQ SR, ZPQR = ZSRQ we: APOR = ASRO

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Q: 2 In AFGH, sin F sin H = , and f = 15. 6. 3 Find the side length h. Select the correct answer below:…

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Q: Which statement is true about the diagram below? S R ARQC ASUC by SAS ARQC ASCU by SAS No triangles…

A: Question No. (1): To determine the true statement about the following diagram.Note: Since you have…

Q: 13. Given AB | CD and AB = CD Prove AABC= ADCB A D B A

A: The given data is: AB¯∥CD¯ and AB¯≅CD¯   To prove that:  ∆ABC≅∆DCB

Q: If AABC = AFDE, which of the following statements is true? O LA = LE O LB = ZF O 2C = ZE O LA = ZD

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Q: 4.) Perform (こ-3 A = CIBA

A: a

Q: Prove the suggested proofs by filling In the missing blanks. Given GC 1 PS and G5 1 CF Prowe: AGCS…

A: According to question given that∆∆GCS≅∆PSC

Q: 4 Given: AB PC; A BCA and A CBD insubscribe in circle prove: A BCA GA ALABC LDCB 000 ACBD ん A

A: To prove -   angle ABC = angle DCB                    Triangle BCA= triangle CBD

Q: 7. Given: AB II CD Prove: AABE~ADCE

A: We have to use AAA similarly criterion here.

Q: H. HU bisects ST ST bisects HU 4. Given: Prove: AHOS AUOT

A: GivenHU bisects ST  ST bisects HU. The objective is to prove ∆HOS≅UOT

Q: 20. Given: AB || TD, AB = DC B Prove: AAEB = ADEC A C Statements Reasons 1. AB || TD 1. 2. LABE =…

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Q: 1. In the given diagram, A.ABCU AXYZ. Find the length of XZ. 8. 3, A. 12 B. 16 c. 5 d. 12 a 3 b. 4

A: Given: ∆ABC~∆XYZ     To determine: Length of  XZ¯

Q: 5) Frud the avea. A. Kite ABCD wike BD= 10 u<BAC=4s° ucB CA= 3o

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Q: 17 Given: ZAEC = ZDEB, BE = CE, ZABE = ZDCE Prove: AB = CD A B C

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