B Given: BD bisects ZABC, ZBAD= ZBCD Prove: AABD ACBD

Q: GIVEN: AB || CD, M AB = CD, AL = CM. 7. PROVE: XCBL = XADM.

A: From the given data, we can say that the quadrilateral has a pair of sides which are parallel and…

Q: U = Uxx uCt) = o uca. メ ニ O A O

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Q: Given: ZABD # LDBC Prove: BD does not bisect ZABC A B

A: Given: Assume BD→ bisect ∠ABC Hence, m∠ABD=m∠DBC

Q: D Given: ABCD is a kite with AB =AD and CB=CD. Prove: ZB = ZD AB= AD and CB = CD Rellexive Property…

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Q: P(XN) 1 2 3 К к к X 3 к 2к к д 기 к к

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

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Q: G 4.) Given: FH bisects 2GFJ and ZGHJ 3. F 1 H. Conclusion: FG = F] Statements Reasons

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Q: GIVEN: AABC is not isosceles, XADB = PROVE: AADC is not isosceles. XCDB. A

A: Given that ABC is not an isosceles triangle. To prove that ADC is not isosceles. Suppose ADC is an…

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: GIVEN: BD 1 AC, AF 1 BC, FC = DC. PROVE: AAFC = ABDC. GIVEN: AD = BF, BAD =KABF. PROVE: ABAD = AABF.

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Q: Given: M   X            N   Y                Prove: rMNO  rXYZ

A: Step 1:To prove that rMNO is similar to rXYZ, we need to show that their corresponding angles are…

Q: If v = 2i + 7j and w = i - 2j, find a) 3v - w and b) v . w.

A: Given:  v=2i+7j and w=i-2j To determine:  a) 3v-w b) v·w

Q: b. Given: AE bisects DC ZC = ZD B Prove: AABD EAEBC PE D.

A: we prove it in 2nd part by using ASA identity.

Q: Given: B and D are midpoints of the sides AC and CF, BD = DE Prove: BD || AF. (Use two-column…

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