10. cos (1/) dx

Q: S.Si dx dy о 1+ху

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Q: In(xy)dy dx 35.

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Q: Evaluate ]e * cos (7x) dx. Seex cos (7x) dx = %3D

A: Explanation of the answer is as follows

Q: d [ sin(x)cos(x) dx dx 1+x4

A: Find the integral

Q: S" S"(sinx + cosy) dx dy

A: our objective is to evaluate the integration

Q: S sin (2x – 1)cos (2x-1)dx (2х - 1)dx

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Q: nasin(hx) cos(bx)dx

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Q: 1 (In x+1)x dy dx

A: Given integral is evaluated as follows

Q: / Find dy/dx of the following function y = 3tan-2*ln(sec(2x)

A:

Q: 5- = cos nx dx= [cos nx cos nx dx 0.

A: We have to solve given problem:

Q: 3) еУsinx dx %— cos²x dy

A: Differential equation

Q: S cos*x sinx dx

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Q: S+ xcos (nx) dx + (π-x)(cos(nx)) dx

A: Here we will use integration by parts  let f(x) and g(x) are two function of x then…

Q: 22. Evaluate So Si S dx dy dz.

A:

Q: Evalualte! dx cosX x+ メ+ 1

A: Given:

Q: dy - år if y = In (sinh 50) and x = cosh 40 dx

A: Solving the problem by doing the derivative.

Q: 2. dy + ycotx = 1 dx

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Q: S" sin" (0.5x)cos (0.5x)dx

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Q: Evaluate

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Q: dy Solve for dx given eex (cosx)"

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Q: 3. S sin x In(cos x) dx

A: According to company rule, we can answer only first question.

Q: e2x dx 1. Зе2x+1 2. sinx dx 1 3. cos 2x

A: As per bartleby guidelines we are supported to answer only first three subparts,  kindly repost…

Q: 33 e dx ly

A:

Q: 3. ſ cos(3x – 2n) cos (x + 1) dx

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Q: dx (2) 3y sin x - -2xy cos x = 0 dy

A: Follow the procedure given below.

Q: FIND DY/DX OF THE FOLLOWING 6. y=sec'Inx

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Q: Ssin (2x)cos(2r)dx

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Q: eteR MiNe SiN IN°()COS)dx

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Q: 5. dx of y = (1+e-*)²/(1-e-*)

A: We need to find the derivative of the given function.

Q: 1) S ur [sin(In x)+cos(ln x)]² dx

A:

Q: a) In(x+1)³ dx x+1

A: Given, ∫23ln(x+1)3x+1 dx

Q: dy/dx of y=cos^-1 (e^-3x)

A: Given y=cos-1e-3x

Q: +(g-1)dx -t +(2xy-Siny]dy=o

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Q: 22. Find OY if y2 - 4xy + x² = 10. dx

A:

Q: Find So S 4:xy dx dy.

A: Evaluate the integral.

Q: Find dy/dx. y = ln(Cos23x)

A: Given query is to find the derivative of the expression.

Q: Find (dy/dx) if y²-x?- sinxy =0

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Q: x' sin 2x dx -3x 5. X cos 2x dx

A: We solve these integral by u.v formula of integration

Q: How would I Find dy/dx implicitly 5xy + ln(x2y) = 9

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Q: 1) Find dy/dx if : y In (tan¬ x)

A: Given : y = lntan-1x

Q: 2-S S dx dy

A: to find the double integral we consider a strip parallel to x axis

Q: Evaluate S 0 2-9.x² dx using the Gamma function.

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Q: S sin Vz dx =

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Q: S cos(2x + 1) sin(3 – 4x)dx

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Q: In(3) In(3) dx dy y/2

A: on solving this we get

Q: - if eV = In(x) + In(y) + e³ ху 3 Find dx

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Q: 10. Find dy/dx of y= 1/ (tan-1 x)

A: