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solve this question where theta is acute anglethen value of sinsq theta
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\[\sec \Theta+\tan \Theta =2\]
\[\frac{1}{\cos \theta}+\frac{\sin \theta}{\cos \theta}=2\] \[1+\sin \theta=2\cos \theta \] \[1+2\sin \theta +\sin ^2\theta =4\cos ^2\] \[1+2\sin \theta +\sin ^2\theta =4(1-\sin ^2\theta )\] \[5\sin ^2\theta +2\sin \theta -3=0\] \[(5\sin \theta -3)(\sin \theta+1)=0\]
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