3 sinA + 2 cos( 5A+10°) by
root3 tan30° - Cosec60° =(A=10°)
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Answered by
2
Answer:
Here, the given expression is,
\frac{3 sin3A+2 cos(5A+10^{\circ})}{\sqrt{3}tan 3A - cosec(5A-20^{\circ})}
3
tan3A−cosec(5A−20
∘
)
3sin3A+2cos(5A+10
∘
)
By putting A = 80°,
We get,
\frac{3 sin240^{\circ}+2 cos(410^{\circ})}{\sqrt{3}tan 240^{\circ} - cosec(380^{\circ})}
3
tan240
∘
−cosec(380
∘
)
3sin240
∘
+2cos(410
∘
)
- =
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0
Answer:
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