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Putra Gema Nusa
Rockstar Teacher GURU SMA
3.Banyak nilai x yang memenuhi persamaan cos 4x = sin 2x dengan 0<< adalah ... A 0 B 1 1 C 2 D 3 E 4
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Si Hu-Tata
Student XI IPA
cos(4x) = -sin(2x), 0<x<T Subtract – sin(2x) from both sides cos(4x) + sin(2x) = 0 Let: u = 2x cos (2u) + sin(u) = 0,05 us 27 Rewrite using trig identities 1 + sin(u) – 2sinº (u) = 0 Solve by substitution sin(u) = -1, sin(u) =1 sin(u) = -3,05 us 27 : u 77 6 117 6 sin(u) = 1,0< us 2 : u= ta Combine all the solutions u= 7o, u = 1, u = 
Substitute back u = 2x 2x = " : x = 2.x = EX = 1 11- 12 6 2x = : = x = I, x = 11, x =
cos(4x) = -sin(2x), 0<x<T Subtract – sin(2x) from both sides cos(4x) + sin(2x) = 0 Let: u = 2x cos (2u) + sin(u) = 0,05 us 27 Rewrite using trig identities 1 + sin(u) – 2sinº (u) = 0 Solve by substitution sin(u) = -1, sin(u) =1 sin(u) = -3,05 us 27 : u 77 6 117 6 sin(u) = 1,0< us 2 : u= ta Combine all the solutions u= 7o, u = 1, u = 
Substitute back u = 2x 2x = " : x = 2.x = EX = 1 11- 12 6 2x = : = x = I, x = 11, x =
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Fatih
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