Which of the following shows finding the area of an area outside the curve Y- 36 sin (20) and within the curve Y = 3 sin (2e)

Q: Q) Plot, on the same figure, two related functions of y1 = sin? (x) and y2 = cos (2x), in the…

A: The two curves to be plotted are  y1=sin2x and y2=cos2x.

Q: r sinx Evaluate: (2x-)(1+cos'r

A:

Q: Find of an

A: We are asked to find y'

Q: y= (1+ tan ()

A:

Q: Evaluate (a) 2. Sinx+ X=X (1) Sinx dx T+x²

A:

Q: Differentiate. V = 3 - sec(x) tan(x)

A: The given function y is in the quotient form. Apply the quotient rule formula

Q: 5. f Scot(x/3) sin²(x/3) -dx

A:

Q: d/dx(tan(esinx))

A: Given,

Q: How do I differentiate this trignometric function?

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Q: y = sin (3x)

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Q: Sin (x) = i

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Q: IAND+X (where r is characteristic function) ulgo C

A: I will use the definition of characteristic function.

Q: 1-Sinx finel y 14 Sinx

A: Consider the given function, y=1-sinx1+sinx use the quotient rule of the differentiation which…

Q: FLUENCY For each of the following sinusoidal functions, determine its period in exact terms of pi.…

A: For a sinusoidal function The period will be

Q: +* dx f. 3x +. i. 3x sin x' dx

A: To evaluate the given integrals by substitution.

Q: Help use change of variables to find image attached

A:

Q: sin -1(-i) =

A:

Q: Differentiatey = [3 sin x-2cos (2x)]²

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Q: sin (z+27) =

A:

Q: sinty

A: This is a basic integration problem

Q: Find the derivatives of Inverse trigonometric y = (x-1)v2x – x² + arcsin (x-1)

A: Finding dy/dx