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8. Introduction to Trigonometry
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Q36 of 42 Page 193

If x = asin θ, y = b tan θ, Prove that .

We have,



,


We have,










Hence proved


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34

If , Find the value of cos θ.

35

Prove that .

37

If sec θ + tan θ = p. Prove that .

38

If m sin θ + r cos θ = p and m cos θ – n sin θ = q, then prove that m2 + n2 = p2 + q2.

Questions · 42
8. Introduction to Trigonometry
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