Given: m LB > m LA: m LE > m LD Prove: AD > BE B D

Q: Complete the following proof. Given: FG FJ, HG = IJ Prove: HF = IF

A: I have provided solution in step2.

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: Flgure JKLMN Is simlar to flgure VWXYZ. V W K Y M Which proportion must be true? JN LM KL MN А. С.…

A: Use the ratio proportion as given below.

Q: Given: FL = AT Prove: FA = LT

A: Given that, FL=AT To prove: FA=LT

Q: Rectangle OPEN has diagonals intersecting at S. If XENP= 42, find the measure of each of the…

A:

Q: 9. Which choice is tangent? M C G O LG GH O JM O TJ

A: 9. The figure is given by To determine : The tangent.

Q: 5) If DE = 4x +1 EB = 12x – 31, and CD = 28, %3| find AD. A E D C A) 4.0 В) 17.0 С) 19.3 D) 24.4 B

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Q: Given SR || DE, find the length of RE. 143 R F E 88 56 D RE =

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Q: In the diagram below of ARST, LM||ST.If RL=2, LS=6, LM=4, and ST=x+2, what is the length of ST? M R…

A: Given ∆RST &amp; RLMSince LM¯ ∥ SI¯

Q: Given 0 s0<360 , find two angles for which the cotangent is 0.

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Q: . Explain how you woułd prove the following. Given: HY = LY; H F WH || LF Prove: AWHY = AFLY

A: Given that HY≅LY  and WH ∥LF We have to prove that △WHY≅△FLY   When a transversal line intersects…

Q: Find the value of the secant for ZR. 3)14 14 а. b. V5 с. d. 3 R O A

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Q: given secx =√2 and x is in the third quadrant, find the value of cotx

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Q: Find the value of a in EFGH. hen find the length of FH. Show work. a = FH= = 4 8

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Q: If AWXY AHJI, complete each part. a) JI = %3D J b) JH = %3D W. 37 c) mZW = %3D 15 m d) mZJ = 114 Y…

A: Given figure is and also given that ∆WXY≅∆HJI It means ∆WXY is congruent to ∆HJI. Congruence…

Q: Given the following diagram, if STUV, is AURV = ARST? Explain why or why not, using definitions,…

A: In this question, we will use two theoremsi) Same arc length substitutes the same angle at the…

Q: Given u = i- j, and v = j+ k, determine the magnidue of u +v and - 2v.

A: By sum of two vectors we have  u+v=(i-j)+(j+k) u+v=i+k -2v=-2(j+k)=-2j-2k

Q: Given v = 6i + j and w =i+ 6j, find the following. a) v•w b) v•v

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