Given: AE || FD, AE FD and AC BD. Prove: AAEC ADFB.

Q: Suppose that AB a) MF b) EM 12.8 and DC 18.4. Find: c) EF d) Whether EF = (AB + DC)

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Q: - メ Q)ずー=e*e

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Q: AD 1 DR, AB 1 BR, AD AB Given: Prove: LDCR = LBCR TR C

A: We need to prove ∠DCR≅∠BCR

Q: Under what conditions on u and v is II u + vII m = llull m + llvll m? Explain your answer.

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Q: What values can r take on and what does it mean when r is equal to a) 1 b ) -1 c) 0

A: Consider that r is defined as the correlation coefficient. The correlation of coefficient (r) lies…

Q: Let i = i +2j+3k , Find e so that ||c|| = 3.

A: As we know that; The property of scalar multiplication of a vector ka→=ka→ Given: u→=i→+2j→+3k→

Q: In AABC,DE || BC, E

A: We have to find  DB For this we will use thales theorem  I have explained in details in step 2

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

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Q: 14. АВ АС 42 30 15 D. 15

A: The objective is to check AB  is greater than AC or equal to each other.

Q: In the figure below, AB ED. Prove AABC ~ AEDC. E В C A D

A: Both triangle are equivalent by AAA.

Q: e2x dx Evaluate: 9-4e4

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Q: Given: Prove: A AB || DC AF = EC BE || FD B KABE CDF E F D C

A: Question is solved.

Q: Write a two-column proof to show that if WXY ABC, then WXY = ABC. L W A X Given: WXY ABC Prove: ABC…

A: Given ∠WXY≅∠ABC. The objective is to write a two-column proof to show that ∠ABC≅∠WXY. Concept used :…

Q: Prove if: beR – {0,1} and a– 2b=ab, then b :( 1 a b+1 constans Value | 2

A: Topic:- Algebra

Q: In AABC,DE || BC, E D.

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Q: f AAICASBF, what side is congruent to AC? AI BF SF SB

A: Given : ∆AIC ≅ ∆SBF

Q: When proving Ac B, you assume x e A and x e B Select one: - True O False

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Q: STafe meut: Reasou: @ ZGIH 全ZIGI jiven の五」GJ given given IH TH9@ エ7ミH7 () I全 H. OAGHI = AISG

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Q: Given: DBC LE Prove: ADBC-AAEC E. A B

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Q: C GIVEN: AC = BC, AD = BD, AEC, and BDE. PROVE: a XCAD = 4CBD. E b AD> DE. B

A: Given triangle ABC, Inside triangle there is another triangle ADB. Given AC = BC, AD = BD, AEC = BDE…

Q: if a2+aEccR; Fos all fiso:e that aER, Ris camutative. then

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Q: In the figure,GHF is congruent to EHD. Which statement is true by CPCTC?

A: Given that in figure DEFG, ∆GHF and ∆EHD are congruent.

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: ) and 1 Then AB is symmetric. B = A = Select one: O True O False

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Q: C GIVEN: AADB AEBD B D PROVE: AAEB AEAD A F.

A: In this given figure It is given that △ADB≅△EBD Both triangles are same. So AD=EB and BD is common…

Q: e'sinx y.cosx

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Q: Evaluate tan?. sec* zdz +C

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Q: ++dy=e' dy A True B False

A: topic - exponents and integration

Q: T/4 csec o Evaluate p² sin o dp dø do

A: We need to find the triple integral using integration formulas

Q: 0. Write a two-column proof. Given: ZD = ZA and AC DC Prove: BA e ED D A E

A: Two column proof

Q: In OP, QR ST Which statement must be true? Select all that apply. R. Q A. AQRP = ASTP В. QR = RS C.…

A: A)True In △QRP and △STPQP=SP    ( radius of the same circle )PR=PT    (radius of the same circle…

Q: Let a, b, c Є Z. Prove that a | b and b c implies a | c.

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Q: GP ven& LPE ZD PA AD Prove8 MA NA A.

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Q: Given: AD|| CE and BD = BC Prove: AABD EAEBC B 3,

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