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Byju's Answer
Standard XII
Mathematics
General Solutions of (sin theta)^2 = (sin alpha)^2 , (cos theta)^2 = (cos alpha)^2 , (tan theta)^2 = (tan alpha)^2
If tanθ =√3...
Question
If
tan
θ
=
√
3
then the number of solutions for
θ
if
0
≤
θ
≤
360
0
is:
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Solution
Given that,
tan
θ
=
√
3
i.e.,
tan
60
∘
=
√
3
and
tan
240
∘
=
√
3
∴
θ
=
60
∘
and
θ
=
240
∘
The number of solutions for
θ
=
2
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General Solutions of (sin theta)^2 = (sin alpha)^2 , (cos theta)^2 = (cos alpha)^2 , (tan theta)^2 = (tan alpha)^2
Standard XII Mathematics
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