Find all solutions to the equation: [sin(x)+ 1]2cos(x)-3]=0.11n+ 2nk, wherekEZЗп+ 2nk, x =2+ 2nk, x =5п+ 2kп, х %3D+ 2nk, x=+ 2nk, where kEZ3.ВX=5TT3T+ 2 Ttk, x =+2 tk, where kEZ3+2 tk, x =스+2Tk, X%=D11+2 tk, where kEZ%3DD+ 2kп, х%3DX%=

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Find all solutions to the equation: [sin(x)+ 1]2cos(x)-3]=0. Зп + 2nk, x = + 2nk, x = 11m + 2nk, wherekEZ 5п + 2kп, х %3D + 2nk, x = + 2nk, where kEZ 3. X= 5TT Зп + 2 Ttk, x = +2 TIk, wherekEZ 3 +2 Ttk, x = %3D = +2 Ttk, X = 6. 11m +2 Ttk, where kEZ + 2kп, х %3D %3D D X%=

Find all solutions to the equation: [sin(x)+ 1]2cos(x)-3]=0. Зп + 2nk, x = + 2nk, x = 11m + 2nk, wherekEZ 5п + 2kп, х %3D + 2nk, x = + 2nk, where kEZ 3. X= 5TT Зп + 2 Ttk, x = +2 TIk, wherekEZ 3 +2 Ttk, x = %3D = +2 Ttk, X = 6. 11m +2 Ttk, where kEZ + 2kп, х %3D %3D D X%=

Trigonometry (11th Edition)

11th Edition

ISBN:9780134217437

Author:Margaret L. Lial, John Hornsby, David I. Schneider, Callie Daniels

Publisher:Margaret L. Lial, John Hornsby, David I. Schneider, Callie Daniels

Chapter1: Trigonometric Functions

Section: Chapter Questions

Problem 1RE: 1. Give the measures of the complement and the supplement of an angle measuring 35°.

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