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4sin(2θ)-2cos(θ)=0
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hi there ok we will apply the sum of angles identity to solve this problem
\[4(2\sin(\theta)\cos(\theta))-2\cos(\theta)=0\]
So far, I have that. Just stuck at that part
\[8\sin(\theta)\cos(\theta)-2\cos(\theta)=0\]
\[2\cos(\theta)[4\sin(\theta)-1]=0\]
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so either\[2\cos(\theta)=0\] or \[4\sin(\theta)-1=0\]
can you do the rest?
Yes, got it. Thank you very much :)
your more than welcome...
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