Question

How to solve square root of 3 sin theta=cos theta

Answer 1

\(\bf \sqrt{3sin(\theta)}=cos(\theta)\quad ?\)

Answer 2

probably

Answer 3

what would that be?

Answer 4

you still there?

Answer 5

yes :)

Answer 6

\(\bf \sqrt{3sin(\theta)}=cos(\theta)\quad \implies 3sin(\theta)=cos^2(x)\\ \quad \\
\textit{using the trig identity of }cos^2(x)=1-sin^2(x)\\ \quad \\
3sin(\theta)=1-sin^2(x)\implies 0=-sin^2(x)-3sin(\theta)+1\)

Answer 7

I don't see it factoring simple enough, so you may end up using the quadratic formula

Answer 8

thanks man

Answer 9

yw