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

Q: A 2. If JH is the perpendicular bisector of GI, what is JI? 21 G. 30 42 15 O 21 30 P Type here to…

A:

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

A:

Q: 11. If ARST is isosceles, find mZS. V15x-31) (15 R. (9x+11P T'

A:

Q: Write a two column proof. Given: AN//GR, AG bisects NR Prove: AAXN = AGXR A

A: This question is based on Congruence of triangle.

Q: 28 Given: AB DC, = AB 1 BC, DC 1 BC Prove: ADEC is isosceles. B E D C

A: Given: To prove:  is isosceles.

Q: Given BD bisects ABC, m<ABD= 2.5x+8.6 and mzCBD= 3.5x-3.4. Find m2ABC. 2.5x + 8.6 P B Math 3.5x -…

A: Given 1. BD→ bisects ∠ABC 2. m∠ABD=2.5x+8.6 and m∠CBD=3.5x-3.4

Q: 5. In the figure shown, AM bisects BAC, and NC | AM. Which triangle is similar to ABAM? N B M ABNC…

A: We can prove it by similarly of triangle.

Q: 2) Given: a || b. Find x and y. Then find the measure of all angles.

A: according to given figure 7y=9x+6                                                    ....1…

Q: 18. Given: ZS and ZV R are right angles. RT = UW. mZT= mZW Prove: ARST=AUVW V

A: Given: ∠S and ∠V are right angles RT=UW m∠T=m∠W   To prove: ∆RST≅∆UVW

Q: 8. Complete the statement: 'A theorem is a wff that is derivable from

A: A theorem is a wff that is derivable from

Q: 35 Given: MT and HA intersect at B, MA || HT, and MT bisects HA Prove: MAHT H M- B -A

A:

Q: x+4 F 6. 10 A) 16 C) 9 B) 15 D) 18 O A O B 91

A: The figure is given by To evaluate : The value of the length JH

Q: 5) If AE = 6x – 53 and AC = 3x – 16, find the length of AC. - - A В E D

A:

Q: In AABC, BM = CM;PQ = RQ. Prove that PR || BC. (Hint: Compare the areas of the triangles) B P M R C

A:

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: are the mid-points of BC and AC In Figure 2, ABC is a triangle. M and N respectively. D is a point…

A:

Q: GIVEN: AABC is scalene, BD bisects ABC. 12 PROVE: BD is not 1 AC. 3 4

A: Explained below...