please answer all, i need them. thank you! For items 11 to 15, consider the figure at the right.11. If T bisects RQ & PS, then APTrQ ASTR by whatpostulate/theorem?a. ASAb. SASc. SAAd. SssR12. If 20 = ZR, and RT = QT, then APTQ a ASTR by whatpostulate/theorem?a. ASAb. SASC. SAAd. SSS13. RQ and PS bisect each other at point T, and PO = RS. Which postulate/theorem can provethat APTQ a ASTR?a. SSSb. SAS14. If APTQ = ASTR, which of the following is FALSE?c.A & Bd. None of the Abovec. PO a RSd. ZR = LSa PT a TSb. ZP LS15. If APTQ 2 ASTR, then zR LQ by what reason?a. Vertical angles are congruentb. CPCTCe. Opposite angles are congruentd. None of the aboveMATHEMATICS 8Quarter 3- Performance Task #3"Corresponding Parts of Congruent Triangles"Directions: Solve for the unknown in the following. Write your solutions on the space provided.1. If A DEF APQR and DE2. If A PQR 2 A ABC, what is the m 4 R?= 3x - 10 and PQ =2x + 7, what is thevalue of x ?(5x+70)R.Solution:Solution:

Answered: Image /qna-images/answer/acdacf4a-a2dd-46ca-94e9-ded9d4b99562.jpg

Fur items 11 to 15, consider the figure at the right. 11. If T bisects RQ & PS, then APTQ = ASTR by what postulate/theorem? a. ASA b. SAS c. SAA d. SSS 12. If 2Q 2 zR, and RT a QT, then APTQ a ASTR by what postulate/theorem? a. ASA b. SAS R4 c. SAA d. SSS 13. RQ and PS bisect each other at point T. and PQ RS. Which postulate/theorem can prove that APTQ ASTR? a. SsS b. SAS c. A& B d. None of the Above 14. If APTQ = ASTR, which of the following is FALSE? a PT a TS b. ZP = LS 15. If APTQ ASTR, then

Fur items 11 to 15, consider the figure at the right. 11. If T bisects RQ & PS, then APTQ = ASTR by what postulate/theorem? a. ASA b. SAS c. SAA d. SSS 12. If 2Q 2 zR, and RT a QT, then APTQ a ASTR by what postulate/theorem? a. ASA b. SAS R4 c. SAA d. SSS 13. RQ and PS bisect each other at point T. and PQ RS. Which postulate/theorem can prove that APTQ ASTR? a. SsS b. SAS c. A& B d. None of the Above 14. If APTQ = ASTR, which of the following is FALSE? a PT a TS b. ZP = LS 15. If APTQ ASTR, then

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter6: The Trigonometric Functions

Section6.1: Angles

Problem 38E

See similar textbooks