if 2sin^2 - cos^2 = 2 then find the value of theta
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Answered by
11
2sin^2--cos^2=2(cos^2+sin^2)
2sin^2-cos^2=2sin^2+2cos^2
-cos^2=2cos^2
2cos^2+cos=0
3cos^2=0
cos^2=0
cos^2∅=cos^290
∅=90
2sin^2-cos^2=2sin^2+2cos^2
-cos^2=2cos^2
2cos^2+cos=0
3cos^2=0
cos^2=0
cos^2∅=cos^290
∅=90
Answered by
24
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