Complete the flow proof. Given: BT XM, BM LTJ, XJLTJ, T. M M is the midpoint of TJ Prove: ABTM AXMJ

Q: Prove: APQRe ATSR

A: Given :- ∠QPR≅∠STR and PR ≅TRProve :- ∆PQR≅∆TSR

Q: 3. Given: GH DE Prove: AECUT ATDR

A: Given: From the figure, The line segment GH is parallel to the line segment DE. Since,  the…

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

A: I have provided solution in step2.

Q: 6. ī = 2ĩ – j – k , w =-67 + 3j + 3k

A:

Q: Prove: RS | UT ||

A:

Q: W 5.) Y Given: 00 ZSWO = ZTVO ZWSO = ZVTO Prove: ASWO ΔTVΟ Statements Reasons

A:

Q: Complete the proof. Given: JK| ML, MJ|| KL Prove: AMJKEAKLM

A: From the given diagram

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

A:

Q: B Gihe: ACE DF; AB = DE; Z1 E 26. Prove: BC || EF. A /2 C D F 4 uf(ז P.5 Statements Reasons 1. AC=…

A: As per our guidelines we are supposed to answer only one question at a time. So I am solving the…

Q: Given: Z 6 = Z 5 Prove: <3 = LT JA 6/7 3/5

A:

Q: Given: BD bisects ZABC and AB CB. Prove: AD CD. Step Statement Reason BD bisects LABC Given AB CB BD…

A: Given- BDbisects ∠ABC and  AB≅CB, To Prove- AD≅CD Theorem To Be Used-( CPCT theorem) (Corresponding…

Q: Solve indirect proof using the RAA method: Given premises:   1. L                             2. G…

A: We will give an indirect proof by Reductio Ad Absurdum (RAA) method.

Q: Use the given information to prove that ADEF ADGF.

A: We need to find out the reason and complete the proof .

Q: Complete the following proof by matching the correct statement with the correct reason. C B Prove:…

A:

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: Let a, b, c E Z. Prove: If alb and blc, then alc.

A:

Q: DE congruent AE , BA || CE ,  CB ||  DA and m<C=65 . Find m<BAE

A:

Q: Write a paragraph proof showing that AJFG is congruent to AJIH. Given: FG || HI and J is the…

A: This is a congruency of triangle problem

Q: Given: ZP = ZQ PO = QO Prove: A APO = A BQO 2 I A 1. 2.

A: Given- ∠P=∠QPO≅QO To prove- ∆APO≅∆BQO. Concept Used- The above triangle can be proved congruently by…

Q: Prove the following arguments: E.g. &E, not simplification. 1.)   ∀x(Sx v Dx) ~Sa ∴∃xDx

A: Since you have asked for multiple question, we will solve the first question for you. If you want…