If 7 sin² θ + 3 cos² θ = 4, then sec θ + cosec θ is equal to
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Answer:
7sin
2
θ+3cos
2
θ=4
Dividing the equation by cos
2
θ
⇒7
cos
2
θ
sin
2
θ
+3=
cos
2
θ
4
=4sec
2
θ
⇒7tan
2
θ+3=4(1+tan
2
θ)⇒7tan
2
θ+3=4+4tan
2
θ
⇒3tan
2
θ=1⇒tan
2
θ=
3
1
⇒tanθ=
3
1
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