- Given: FA L AD, ED LAD, 1 AC DB, 4F = 4E Prove: AABF = ADCE.

Q: B. GIVEN: BF 1 AC,DE 1 AC, AB = DC, AE= CF. 18. PROVE: AAFB =ACED. F A

A:

Q: R Given: VS = TR and ZTRS = VSR Prove: ARST = ASRV

A:

Q: 6. Given : 23 24, RT ST 3. Prove: HR ES 2. R

A:

Q: 2) F Given: FA 1 AD, ED ¹ AD, A AC DB, 4F = 4E Prove: AABF = ADCE. B D

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Q: K 4. Given: 21 = 2, AB 1 BL, KL 1 BL, AB = KL Prove: AABG = AKLG

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Q: What must be true about a for a² = ab to imply that a = = b? a = ○a‡0 a> 0 a>0

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Q: Given: AAFD, AF = FD KE AD , E E AD , AE = DK NK 1 AD , ME 1 AD Prove: KN s ME D K E

A: To prove - the given statement is true.

Q: D A 34. Given: Prove: DB 1 BC and CE 1 DE AB AE LBDC = AECD (HINT: First show that AACE = AADB.) B

A: The objective of this question is to prove that Angle BDC equals Angle ECD given that DB is parallel…

Q: 2 j Elij) =? j=1 i=1 O1 9 07 6

A: Double series

Q: R Ri AR 4 R in DABD ZADB =0 (Let) AB thin tam o= AD :1: toma5" R O =45

A: The given problem is solved below in detail.