Q6 Evaluate: sinx dx 1+ sinx

Q: secx (a) esinx (b) e-sinx (c) e* (d) e-*

A: The given differential equation is  1sec xy'+cosx y=2sinx To find the integrating factor of the…

Q: FIND THE POLINATIVE. fo = sinx/secx t x² %3D

A: Note:- Here i think problem is Type 1 f(x) = sin(x)/sec(x) +x2  Or  Type 2 f(x) =sin(x) /(sec(x)…

Q: dy tan5 2x sec4 2x %3D

A: NOTE: Refresh your page if you can't see any equations. . use the formula  ................(1)

Q: S. | sech (Insinx) cotxdx=2tan - (sinx) + C

A:

Q: If f(x) = cosx, then f(25)(x) = A -sinx -cosx C) sinx (D CoSx

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Q: Integrate the function by using trigonometric substitution. dx, x < 2

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Q: Find. y y = sinx + TT sinx² sinx4 sinx6 + + 2! 3! 4! + ****** sinx2(n-1) n!

A: As per the question we have to find the closed form expression of y as a function of x And we will…

Q: 2 f sinx x2sinx + 2x cosx – 2 sinx dx + C

A:

Q: 6. y= sinx, x=0, and y= |4 -1

A:

Q: Csx 7. J dx 5+sinx

A: We can  solve by using Antidifferentiation property

Q: Evaluate: J 1+sinx -dx

A: To evaluate the given integral.

Q: Evaluate sin x -dx a) J 1+sinx b) S secx tan x- csc?x dx secx + cotx

A:

Q: sin (x²)dxdy y

A: We will solve this question by change of order of integration.

Q: S(sinx – cosx)²dx COoSx

A: Given, ∫sinx-cosx2dx  We have to find the integral.

Q: y' = Jy + sinx – cosx

A:

Q: Find Sx Vx – 8 dx Evaluate 4 tan20 sec20 d0

A:

Q: Differentiate the function y=ex(sinx−cosx).

A: y=exsinx-excosx.

Q: S sec²x(2cosx + sinx)²dx

A:

Q: find f''(x)=sinx+cosx, f'(0)=6, and f(0)=9

A: We have given f''(x)=sinx+cosx, f'(0)=6, and f(0)=9

Q: Evaluate sin x dx - 4 /2 2 O 2-2 2 O 2 +V2 O -2-/2 2

A:

Q: Number 24

A: To evaluate

Q: 7. Find y' for y = (sinx)*.

A: The given function is y=(sin x)x. Rewrite the given function as follows.

Q: cosx d) s(x)

A: Given : S(x) = cosxx

Q: 3. f sin√tdt

A:

Q: Find the amplitude of the functions y=sinx and y=2sinx

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Q: 2r sin 1 (r²) d»

A:

Q: Q: Evaluate : /sinx dx. Vsinx +Vcosx

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Q: sinxcos 2x dx

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Q: y' = 2 - sin t

A: Given that y'=2-sint. solve the above differential equation as follows.

Q: 5x sinx dx = %3D

A:

Q: Determine y' where sinx=x+xtan y .

A: Topic = Derivative

Q: Evaluate and simplify y'. y = V1 - x* + x² sin-'x?

A: Given that y=1-x4+x2sin-1x2.

Q: → (D²-1) y = 2 sinhx + sinx X

A:

Q: y = 5x – 6 tan x, concave upward concave downward

A: Given problem:- y=5x-6tan(x) , (-π/2, π/2)  Determine the open intervals on which the graph is…

Q: C. d. -TT/6 -TT/8 (secx + tan x)2 dx (sin 2x) dx

A:

Q: y = cosx sinx

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

Q: Q3. Evaluate " -2n sin20 de Jo 5+4cose

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Q: Jx sinx cosx dx

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Q: 4. Y" + y = 2x sinx

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Q: 1 b)y" + y = ; 1+sinx

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Q: y = sinx, x=0, and y= /4

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Q: y(cscx-cotx) =x- sinx + c

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Q: dy Find when 7x tan³(v7x). 5(V7x). dx

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Q: Q5 sinx e -dx- tanxcscx a) esinx + C ( b cosX + C c) e tanx + c ( d COSX מ + c secx

A:

Q: 1. D2(D – 1)y = 3e* + sinx

A: According to Bartleby guidelines I am supposed to solve only one question. Kindly post the next one…

Q: y = Secx ( sinx+ Cosx)

A: Given, y=secxsinx+cosx And we have to find the dydx.

Q: 9. S(2 + tan² x)dx

A: We have to integrate each term with respect to x to get the final answer.

Q: B1. By using substitution method, evaluate [5 tan x sec² x dx.

A: To solve the given integral using substitution

Q: dx 8) x*Vx² +1

A: