Solve:

tanx - 2sin2x = 0
0°< or equal to x < 360°

3 answers

x = 0 is one obvious solution.

(sinx/cosx - 2 sin x cosx)= 0
sinx - 2 sinx cos^2x = 0
sinx - 2 sinx(1- sin^2x) = 0
2 sin^2x + sinx = 0
sinx(2 sinx +1) = 0
sinx = 0 or -1/2

x = 0, 180, 210 or 330 degrees
how did you get 210 and 330? =S
nevermind, i understand!
Similar Questions
  1. Solve for x in the interval 0<=x<360:1. 2sin2x+cosx =0 2. cos2x=-2sinx 3. tanx=2sinx 4. 3cos2x+cosx+2=0
    1. answers icon 0 answers
  2. Solve each equation on the interval:0 is less than and equal to theta is less than and equal to 360 -- 2sin2x = 1 -- --- My
    1. answers icon 3 answers
  3. I can't find the integral for(tanx)^(6)*(secx)^(2) I tried splitting up tanx into (tanx)^2*(tanx)^4 and let the latter equal
    1. answers icon 0 answers
    1. answers icon 5 answers
more similar questions