contestada

Given SP = TP
PQ bisects ZSPT.
Prove ASPQ = ATPQ
Statements
Reasons
1. Given
2.
A. Given B. Prove
1. SP = TP
2. PQ bisects ZSPT.
3. ZSPQ = ZTPQ
DO NOT ANSWER
5. ASPQ = ATPQ
4.
3. A. Def. of Angle Bisector B. Def. of Midpoint
4. Reflexive Prop. of Cong.
A. SSS B. SAS
5.
Enter your answer

Given SP TP PQ bisects ZSPT Prove ASPQ ATPQ Statements Reasons 1 Given 2 A Given B Prove 1 SP TP 2 PQ bisects ZSPT 3 ZSPQ ZTPQ DO NOT ANSWER 5 ASPQ ATPQ 4 3 A D class=

Respuesta :

Answer:

Step-by-step explanation:

              Statements                            Reasons

1). SP ≅ TP                                        1). Given

2). PQ bisects ∠SPT                        2). Given

3). ∠SPQ ≅ ∠TPQ                            3). Definition of angles bisector

4). PQ ≅ PQ                                      4). Reflexive property of congruence

5). ΔSPQ ≅ ΔTPQ                            5). SAS property of congruence          

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