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Main Teachings of Jesus

Differentiati...

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Differentiation of cosecx

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Q. Differentiate w.r.t.

x

y = \sqrt{cos e c x .}

\int \sqrt{\frac{c o s e c x - c o t x}{c o s e c x + c o t x}} . \frac{s e c x}{\sqrt{1 + 2 s e c x}} d x

Q. The general solution of the differential equation

\frac{d y}{d x} + y

cot x = cosec x, is
(a) x + y sin x = C
(b) x + y cos x = C
(c) y + x (sin x + cos x) = C
(d) y sin x = x + C

\sqrt{\frac{c o s e c x - 1}{c o s e c x + 1}} = \frac{1}{s e c x + t a n x}

Q. For any angle

x,

cosec x - cot x = \frac{1}{(cosec x + cot x)} .

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