D Circle one of the following: sss SAS ASA AAS HL Congruence Statement if necessary: Circde one of the follwing: sss SAS ASA AAS HL information Congruence Statement f necessary: Circle one of the following: sss SAS ASA AAS HL Congruence Statement y necessary: Not Enough Information Not Enough Not Enough information E B R Circle one of the foliowing: SsS SAS ASA AAS HL Congrwence Statement if necessary: Circle one of the following: sss SAS ASA AAS HL Congruence Statement if necessary: Circle one of the following: sss SAS ASA AAS HL Congruence Statement if necessary: Not Enough Not Enough Not Enough Information Information Information

Q: 1. Given: AB || CD, AP || TQ, PB = QD Show: AB Se CD

A: Given that: PB¯≅QD¯   Since ∠APB and ∠CQD are corresponding angle, therefore ∠APB=∠CQD   Since ∠ABP…

Q: Pascal's Triangle 1 1 2 [ 3 ] 1 6 I4I1 15 I 10 I 10 I 5[1 I 6 I 15 I 20 I 15I 6I 1 [7 [21 [35[ 35 I…

A: Answer

Q: Triangle A and Triangle B are similar triangles if Triangle A has sides of 15, 7, and 21 and…

A:

Q: Question Given: ABD ≈ ZDCA, BAIAD and AD I DC. Prove: ABAD ACDA.

A:

Q: atbi form modulus argument 24-8: -4 -4:

A: We have to find modulus and argument of the given complex number.

Q: How many possible triangles can be created if mZB- A 6 20, and b = 10?

A: Given that m∠B=π6, a=20, b=10

Q: Find the central angle of a polygon with 9 sides. *

A: Given A polygon with 9 sides

Q: 6) Geometric proof:. Use a two column proof with the given information and the figures below. (you…

A: BA∥DE in the given diagram

Q: What is row 5 of Pascal's Triangle? O 1, 4, 6, 4, 1 O 5 Co+5 C1+5 5 C2 +5 C3 +5 C4+5 C5 O 25 O5 Co,…

A:

Q: hewyroe TicatLi*

A: Since you have asked multiple questions in a single request, we will be answering only the 1st…

Q: Given& CH HA Proveg CH AN (Parallel)

A: Given that CH=HA and ∠2=∠3  We have to prove: CH || AN

Q: If all three medians are drawn in the triangle below, where will they intersect? O Inside of the…

A:

Q: Evaluate using Pascal's Triangle. a.)  4C3   b.)   (7 5)

A: follow next step

Q: How many possible equivalence classes of triangles might exist given some specific given measures of…

A: In Euclidean geometry, if three sides of of two triangles are equal in length, then they are said to…

Q: Proof 2 E K Given: El bisects ZKEV El bisects ZKIV Prove: KE VE and KI VI Statement Reason

A:

Q: If you are looking for a missing side of a triangle, what do you need to know when using the Law of…

A:

Q: A. C E

A: Given figure, we have to prove ∆ALI≅∆ECI

Q: Find the exact value of s 2. nentz) nat

A: