A level maths help

Hello, I am having trouble with this question.

2sin(x)cos(x)-sin(x)=0
I need to solve it and give my answers between 0 and 2pi.
I am having trouble with my first steps.
I tried substituting 1-sin^2(x)=cos^2(x) into cos but i am very confused. Any help will be appreciated thank you!

Try factorising by taking out sin x as a common factor.

so could it be sin(x)(2cos(x)-1)=0? if so, what would i do after that?

You have a product that equals zero.

So either one bracket must be zero, or the other.

Also, again, post these in the Maths forum.

You have a product that equals zero.

So either one bracket must be zero, or the other.

Also, again, post these in the Maths forum. Bookmark it or something.