cos0 sin (90-0)/tan (90-0).
+COSO. COS (90-0)
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Answered by
1
Answer:
1
Step-by-step explanation:
cos theta.cos (90- theta)/tan(90-theta) + cos theta sin (90- theta)
=cos theta.sin theta /cot theta + cos theta cos theta
=cos theta.sin theta.sin theta/ cos theta + cos ^2 theta
= sin ^2 theta+ cos^2 theta
=1
Answered by
2
Answer:
1
Step-by-step explanation:
[{cos∅×cos(90°-∅)}/tan(90°-∅)]+cos∅sin(90°-∅)
= [(cos∅sin∅)/cot∅]+cos²∅
=[(cos∅sin²∅)/cos∅]+cos²∅
= [cos∅sin²∅+cos³∅]/cos∅
= [cos(sin²∅+cos²∅)]/cos∅
= [cos∅/cos∅]
= 1
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