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Calculating Heights and Distances

37. If tan (p...

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37. If tan (pi cos theta)=cot (pi sin theta)then cos (theta-pi/4) is equal to

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tan (π cos θ) = cot (π sin θ)

cos (θ - \frac{π}{4})

tan (π cos θ) = cot (π sin θ)

sin (θ + \frac{π}{4})

tan (π sin θ) = cot (π cos θ),

| cot (θ - \frac{π}{4}) |

\frac{cot (\frac{π}{2} + θ) . sin (- θ) . (cot π - θ)}{cos (2 π - θ) . sin (π + θ) . tan (2 π - θ)} = - csc θ

tan (π c o s θ) = cot (π sin θ),

cos (θ - (π / 4)) = \pm (1 / (2 \sqrt{2}))

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Calculating Heights and Distances

Standard IX Mathematics

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