(b) (5, 3π/2, 1). (x, y, z) = ed Help? -5 Read It 0 X 1 ).

Q: | sin(6y) sin(8y) dy.

A: we have to solve the integral

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A: see 2nd step

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A: The given integral is ∫74-x2dx

Q: *csch(2 sin 2x)cx 1. V1-4x let u= du=

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Q: ex dx √e*(1 + √e*)

A:

Q: use Substitution method to Schve (3メ -2Y +1)dx -(X-2Y-3)dy=o

A: The given differential equation is 3x-2y+1dx-x-2y-3dy=0.

Q: 2) Is A P Q R a right angle triangle P(-5,3) Q(-7,8) R(3, 12) and it. name

A:

Q: Help

A: 16) Given: x=5y-3 and y=-2a3 To write x in terms of a, substitute the value of y in x

Q: Evaluate: d dxJ (21² + 5)² dt.

A:

Q: √√3 tan-¹x 4. (10 points) Evaluate SY 1+x2 dx (using substitution).

A: The value of the integral is 7 pi^2 / 288.

Q: answer the ff

A: 2. Given the differential equation,                        (1+y2)dx+(1+x2)dy=0.

Q: (c) Find the value of √a²-x² Sa giving your answer in terms of a. 1+ 2(x + y) x² + y² dx dy,

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Q: Evaluate r(2) and r(-1) for r(t) = (sin 1,12, (1² + 1)~1). %3D

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Q: then dy dx y = tan -1 ¹ ( √7x² − 1),

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Q: 23 1 dr Evaluate - Express your answers in the form: Axm + Br" + DxP.

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Q: 8х — 2 dx х3 — х 17x2 + 7x – 3 dx (x – 1)? (2x + 1) -

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Q: f(sin (6x))³ dx

A: According to our guidelines, we can answer only one question or the first three subparts of a…

Q: 27) (X+yi) = -2-2i 3

A: We need to find the value x and y.

Q: 5x 2 Evaluate: f fx fdz dy dx 2

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Q: dr. +37-10z

A: We have to evaluate the given integral.

Q: Find the distance d between z1 = (8+ 8i) and z2 = (-8+ 8i).

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Q: dx √x² + 2x + 2 S₁v - = In(√5-2).

A: