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Basic Inverse Trigonometric Functions

18.If sin t +...

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18.If sin t + cos t = 1/5, then tan t/2 is equal to?

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sin t + cos t = \frac{1}{5},

tan \frac{t}{2}

If $x = sin t, y = t cos t .$ Then $\frac{d y}{d x}$ is equal to

b > 1, sin t > 0, cos t > 0

{log}_{b} (sin t) = x

{log}_{b} (cos t)

b > 1, sin t > 0, cos t > 0

{log}_{b} (sin t) = x

{log}_{b} (cos t)

u = 2 (t - sin t)

v = 2 (1 - cos t),

\frac{d v}{d u}

t = \frac{2 π}{3}

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