(e) S, In|x| dx.

Q: dy at the poin dx

A:

Q: Find dy/dx of the following function

A:

Q: Q22. If y=tan x+ tan dy is: -then dx 2 (d) 1+x (a) 0 (b) 1

A: Given function is                                          y=tan-1x+tan-11x we have to find…

Q: dy satisfies dx? 2 iven by

A:

Q: e*(1-cos(x)) Exercise: Evaluate S dx.

A: Now evaluate the integral, ∫0∞ex(1-cos(x))xdx Take the minus as outside and it is concluded as…

Q: Use Version 1 of the Chain Rule to Calculate dy/dx

A: To calculate the derivative of the given function using chain rule: y=3x2+7x10

Q: d t In(t)dt} dx 3

A: We will find out the derivative of given function using fundamental theorem of calculus.

Q: x In(x) dx, where x >0

A: Given query is to eveluate the integral.

Q: Evaluate f S S," x dz dy dx

A:

Q: what is dy/dx?

A:

Q: (Note: This is a f(x) of Hyperbolic) e¯* + e* dx о ех — е х

A: We have to solve

Q: dy olution of the DE =CO dx 2x + C nx + C (x) + C

A: We have to choose the correct answer from the given options according to the given information

Q: dy is : If x- y 0, then %3D dx

A: Derivatives can be defined as rate of change of function with respect to an independent variable. It…

Q: Let z=e"In(xy), determine dx

A: Solving the problem by doing partial differentiation.

Q: compute the given derivatives d/dx (ex) `x= e

A: We have to find  ddxex=? at x=e   Let y=ex Taking log on both sides, we get log y=x Differentiate it…

Q: dy Evaluate dx at point (4,2) given 3(x² + y²)² = 100(x² – y²).

A: Answer and explanation is given below

Q: Find Dy/Dx given that y= x1-x

A: Given that y=x1-xwe have to find dydx

Q: If y = In(2x+3) , then find dy at x = 0. dx

A:

Q: g=ズ, a find dy dx %3D

A:

Q: Evaluate dz dy dx. o y+z

A: First calculate integral with respect to z then respect to y then respect to z

Q: dy 3- Find dx for the following function: A- y = ecosv3x-1 B- y = x². secx

A: (a) Evaluate dydx of the given function as follows.…

Q: dy Find dx if y In(x2 32)

A: Given:

Q: Evaluate the function: S de x(x-2) -dx (x–1)³

A:

Q: 1 dx is divergent True O False

A: Since you have posted multiple questions in this question which are not interlinked so i have solved…

Q: If f(x) = – x Find: S",(f(x))² dx That is find S"(: ,(1 - x)?

A:

Q: 크(F(a+) e dt dx 19

A: We have to evaluate, ddxFx4=ddx∫10x4  e-t2 dt

Q: Use x = e to explain why dx (In x) = = -, for x> 0.

A: To differentiate x=ey, with respect to x, use the exponential function rule, ddxef(x)=ef(x)ddxf(x).…

Q: find the dy/dx at x=-2 for y=3u^2 + 2u and u= (x^2+5)^1/2

A: Explanation of the solution is given below....

Q: Evaluate S. So dy 0 dx √√[y(1+x²)]

A: Problem is solved using concept of integral.

Q: S dy S f(x, y)dx

A:

Q: Calculate dy/dx if x and y are related as below xe" – y=x 2

A: To determine:

Q: dy If y = (In x) (sin x), then dx

A: y=ln x(sin x) To find dydx

Q: a) In(x+1)³ dx x+1

A: Given, ∫23ln(x+1)3x+1 dx

Q: Find the G.S.of the DE. (ytu dy=D0

A:

Q: Evaluate the function: ( e* +1 dx et

A:

Q: dy B] If y = e" In(u) and u = V1-x2, Find dx

A: To find

Q: 1 dx is finite -1 X Select one: True False

A: True

Q: Find d when y = 3 In(In(In(x))) dy dx

A: Here we can find the derivative as below

Q: Find (x' In(x)). dx

A:

Q: Find dy of the expression (xy)* = e %3D dx

A:

Q: Use the Simpson's rule to estimate e**dx with n = 4

A:

Q: O O O OO dy Estimate dx of the function y = 3 –x². -1 O a. 6 b. 1 с. 2 O d. 3 e. 0

A: 1.   The given function is y=3-x22.   The given function is s=2t+t2

Q: Find dy/dx, given that xy^3 -3y^2 +xy=1-3x

A: The main objective to calculate the derivative of the function xy3-3y2+xy=1-3x.

Q: dV d(e") dy dy

A:

Q: dy Find dx at x=-3, given y= 3x²-2, at -2.

A: Since you have asked multiple questions in a single request, we will be answering only the 1st…

Q: dy when x=Ve is dx

A:

Q: dy If y = e" In(u) and u = V1-x2, Find dx

A: y = eu ln(u)       and   u = 1-x2 dydx = ?

Q: Find dy for dx 6) In y = In xe*

A: Topic:- derivatives