13) 6.2 number 13 only In Exercises 12 and 13, R and T are poin12. Given:mZ3 = 42°%3DFind:a) mRTb) MRST13. Given:RS = ST = RTOTFind:a) mRTb) MRSTExec) mZ314. Given:mz1 = 63°mRS = 3x + 6mVT = xFind:mRS15. Given:m22 = 124°m7V = x + 1mSR = 3(x + 1)m7VFind: SI= x and mAB = 4x.)3, R and T are points of tangency.3 = 42°%3DnRTR.mRSTE ST = RTmRTm RSTExercises 12, 13Z1 = 63°RS = 3x + 6%3DR.1.

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Description: 13) 6.2 number 13 only In Exercises 12 and 13, R and T are poin12. Given:mZ3 = 42°%3DFind:a) mRTb) MRST13. Given:RS = ST = RTOTFind:a) mRTb) MRSTExec) mZ314. Given:mz1 = 63°mRS = 3x + 6mVT = xFind:mRS15. Given:m22 = 124°m7V = x + 1mSR = 3(x + 1)m7VFi

Given: RS⏜≅ ST⏜≅ RT⏜ Find: a) mRT⏜ b) mRST⏜ c) m∠3 Outside angles theorem: The angle formed by the…

Answered: 13. Given: RS = ST = RT Find: a) mRT b)…

Math

Advanced Math

13. Given: RS = ST = RT Find: a) mRT b) mRST c) mZ3

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter6: The Trigonometric Functions

Section6.2: Trigonometric Functions Of Angles

Problem 33E

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Question

13) 6.2 number 13 only

In Exercises 12 and 13, R and T are poin
12. Given:
mZ3 = 42°
%3D
Find:
a) mRT
b) MRST
13. Given:
RS = ST = RT
OT
Find:
a) mRT
b) MRST
Exe
c) mZ3
14. Given:
mz1 = 63°
mRS = 3x + 6
mVT = x
Find:
mRS
15. Given:
m22 = 124°
m7V = x + 1
mSR = 3(x + 1)
m7V
Find:

SI
= x and mAB = 4x.)
3, R and T are points of tangency.
3 = 42°
%3D
nRT
R.
mRST
E ST = RT
mRT
m RST
Exercises 12, 13
Z1 = 63°
RS = 3x + 6
%3D
R.
1.

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