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Derivative of Some Standard Functions

If x is equal...

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If x is equal to P sec theta + Q tan theta and Y is equal to p tan theta + Q sec theta then prove that x square minus y square is equal to p square minus qsquare

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Q. Evaluate sec theta cosec 90 degree minus theta minus 10 theta cot 90 degree minus theta + sin square 35 degree + sin square 55 degree / tan10 degree tan20 degree tan45 degree tan70 degree tan80 degree

x = p sec θ

y = q tan θ

θ

x = p sec θ, y = q tan θ

If sec θ + tan θ = x then tan θ is equal to

x = a sec

θ

θ

y = b sec

θ

θ

x^{2} - y^{2}

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