GIVEN: AX|| CY, BA bisects XCAX, BC bisects ACY. PROVE: ABC is a right angle.

Q: 4. In the figure, if AB = AC and BO = OC. Prove that ZB = C .C B

A: a). Given: AB=AC and BO=OC Prove: ∠B=∠C

Q: 27. If AD= 8x + 6 and CB= 5x + 30, find AD. A a) 66 b) 8 c) 40 d) 70 B D

A: If AD=8x+6 and CB=5x+30, then to find AD.

Q: Write a two-column proof to demonstrate that vertical angles are congruent. Given: RSV and TSU are…

A: We have to prove the angle

Q: Identify and sketch a) wーg+ 14z?=4 b) 2 2 | 9 16

A: Let's find.

Q: Evaluate: a) O 87 3 b) 4T c) 0 2T d) O 16T 3 e) 8T TIT 0 0 rdz dr de

A: Solution :∫0π∫02∫0r2rdzdrdθ∫0π∫02r∫0r2dzdrdθ∫0π∫02rz0r2drdθ∫0π∫02r3drdθ∫0π∫02r3drdθ∫0πr4402dθ∫0π4dθ

Q: 1. Given: Parallelogram ABCD Prove: ACAB = ABCA A Statement Reason

A:

Q: 2/2 Evaluate cosxdx A) 1/2 B) 0 C) 1 D) 2

A:

Q: 3 If B = 5 and A = %3D -1 -4, Then, A x B = () (") a) b) c) -7 d) Not defined

A: We will solve the problem.

Q: 2. Consider a square ABCD and an equilateral triangle BCE in its exterior. Let F be the midpoint of…

A: We have to proof as given in the question.

Q: Use the image to answer the questions. a. Which theorem/postulate can be used to prove AGME A FME?…

A:

Q: m In the diagram, line / is parallel to line m. How would you prove A QUA A ADQ? 'A .... ....…

A:

Q: find $ ca)

A: Find f-1(x) for f(x) = x2 - 8x + 22 Let f-1(x) be the inverse of the function for f(x) x = f-1(x)…

Q: Given: AC bisects ZDAB AC bisects ZDCB Prove: ZD 2 ZB D A

A:

Q: EVAluate o lyykz + la^ny) dzdx + (z ty) Axdy, where ak is the Gurkace of the rechangular 60lid…

A: Let us assume that V be the volume enclosed by the closed surface ak. then by the Gauss divergence…

Q: 2. Given: AB bisects ZRAN. Prove: x 75 2x-75 Statements Reason AB bisects LRAN ZRAB ZBAN X = 2x - 75…

A:

Q: Given: ZFED and ZDEW are F complementary. Prove: ZFEW is a right angle. E W ZFED and ZDEW are…

A: To prove that angle FEW is a right angle and to fill in the missing parts

Q: 80° y m/x > m/z m/x > m/y m/y > m/z m/z > m/x

A:

Q: U 8. 7+2x T 19 A) 20 B) 21 C) 15 D) 18

A: The solution are as follows

Q: 2-4i 1-3i O a) √8 Ob) √2 O c) √ 6 d) 4 = ...?

A:

Q: GIVEN: AB = AD, EA bisects DAB. PROVE: ABCE = ADCE.

A:

Q: Y 4x+1 /2x Зх +2 A Answer the following questions. a) I = b) AC =

A:

Q: Let </aBc be an ounghe in +he sphene s? (so LAB C is actually a Lune). geometry , the Locus of…

A:

Q: In the diagram, AC = AD and AB bisects 2A. Which congruence method is therefore used to conclude…

A:

Q: 3. Given: ZB and ZD are right angles. E AE bisects BD Prove: AABC = AEDC B А

A: To prove that ∆ABC≈∆EDC

Q: 2. Given: ABCD is a rectangle Prove: AADC = ABCD B E Statement Reason D 1 of 3

A: