Find all the solution of `4cos^2xsinx-2sin^2x=3sinx`

Find all the solution of 4co s^2xsinx-2sin^2x=3sinx

Find all the solution of 4cos^(2)x sin x-2sin^(2)x=3sin x

Find all the solution of 4 cos^(2)x sinx -2 sin^(2) x=3 sinx

Find all the solution of 4 cos^(2)x sinx -2 sin^(2) x=3 sinx

Find all the solution of 4 cos^(2)x sinx -2 sin^(2) x=3 sinx

Find all the solution of 4 cos^(2)x sinx -2 sin^(2) x=3 sinx

Solve : 4 cos^2xsinx-2sin^2x=3sinx

4 cos^(2)x sinx- 2sin^(2)x = 3 sinx

The solution(s) of 4cos^2xsinx-2sin^2x=3sinx is/are npi; n in I (b) npi+9(-1)^npi/(10); n in I npi+(-1)^n(-(3pi)/(10)); n in I none of these

The number of solution of sin^4x-cos^2xsinx+2sin^2x+sinx=0in0lt=xlt=3pi is