Evaluate the following composite functions, giving answers in exact form. Use of right triangles is recommended here. • cos(arccos(V5/s3)) • sin(arcsin(7)) • cot(arctan(2/7)) • cos(arcsin('/2)) • sin(arccos(/s)) • tan(arcsin(y)) for -1< y< 1

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A: Let us differentiate the functions with respect to x in the next steps.

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A: Here we have the value of sine function. Sine function and tan function is negative implies that the…

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A: Integration is the process of finding the anti-derivative of the given function. The integration of…

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A: To calculate the following trigonometric values of the functions.

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A: Concept  arcsin(sin x) = x   is true  only when x lie in the interval [-π/2 , π/2]

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A: We know, Sin(x) = Cos(90°-x)

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A: First simplify then integrate

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A: given: y=sin-1x

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A: We will see the ans in next step

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A: Find the derivative

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A: To draw the graph of transforms of y= sin(x)

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A: Explanation of the answer is as follows

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Q: Q/The following are some properties of inverse trigonometric functions: A/ B/ sin ¹x + cos¯¹x = -1…

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A: tan t = (1/2)(-3/2) By division rule of fractions : a/bc/d=(a/b)×(d/c)∴tan t =1/2 × -2/3=&gt;tan t =…

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A: The given equation 2sinθ-sinθ=0

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