dy Find of the following function: dx (x² + 1)° e-2+

Q: dy Determine dx in terms of x and y for the equation x + xy2 – y = 3.

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Q: Find the equation dy/dx +Py=Qyn where P and Q are Functions of x

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Q: find dy/dx y = esqrt(x)          and        y = xe-x

A: Given y=ex y=xe-x

Q: dy is: Given y 12ln2x - tan4x, its derivative dz

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Q: find dx/dy for the folloing function  y=sec⁴x _ tan ⁴x

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

Q: Find dy dx II - for the function y = 17x. dx

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Q: y = eA+esr

A: It can be solved using chain rule for composition of two functions.

Q: dy Find dx-1 = (5; - x*)() x+1 y =

A: y=5x5-x4x+1x-1

Q: If xy + y2 = 1, find the value of d2y/dx2 at the point (0, -1).

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Q: topic: derivatives of higher order

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Q: Find the function y(x) satisfying dy/dx = 6x-7 and y(8)=0 Y(x)=?

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Q: dy Find for y = x17 dx А. 1716 В. 216 С. 16х16

A: A detailed solution is given below

Q: dy e: Find for the following functions: - dx 1) y = Vx + 8Vz – 2

A: Given : y = x+8z3-2x3

Q: dy Q:: Find for the following functions: - dx 1) y = Vx + 8V7 – 2x |

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Q: Use the information to find and compare Δy and dy.

A: Given that, y=x2-5x=f(x) x=-3 ∆x=dx=0.01   As we know, ∆y=f(x+∆x)-f(x) dydx=f'(x)⇒dy=f'(x)dx

Q: y(x) =x' (2x – r²)

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Q: 04: Find dy/dx for the following function: (2) y = 7csc √2x+3

A: solution is given below

Q: dy Find for the following: dx a) у- 1 + 2x3- x b) y = x° /x+ 3

A: If you like the solution then please give it a thumbs up.... The Answer is:           Result :  1 .…

Q: Find dx2 if X = In(sint) , y=1+cost when t= T/6.

A: In this question, we need to find d2ydx2.

Q: dy x3 + 2xy. y 7. Find for the implicitly defined function dx

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Q: dy Find dx 3, y= /x sec x+8

A: Given: y=x3sec x+8  (i) To find: dydx

Q: dy Find for the equation below. dx 4x + 6Vxy = 7y³

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Q: dy Q2: Find for the following functions: - dx 1) y = Vx + 8Vz – 2x

A: Please rate and feel free to ask any query about any part of the.

Q: Q: Find for the following functions: - dx 1. 1) y =+ 8x

A: To find the dy/dx for y=(6/√z²)+(1/8x⁴)-(1/2x⁸)

Q: Given the function y=sinxcoshx. Find d3y.

A: We find dy/dx using the product rule

Q: Q5 A) Find IF y = cost and x = sint dx at P(1.2)

A: The solution is given in the next step.

Q: dy Q1) Find dx for the following function x²(x² + y²) = y²

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Q: dy Find if X = In(sint) , y=1+cost when t = T/6. dx2

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Q: dy Find for the following functions: dx 2 y= x³+ +x -3 -3 to

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Q: Q:: Find dy for the following functions: - dx 5x²y5 - 3x = x* + 3y?

A: Given function is : We have to differentiate it with respect to x.

Q: For the function y = x² + 2x, the value of dy when *=3 and dx=0.1 js .

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Q: d²y Find for the given function. dæ? y = 11 csc(x) d²y Preview dx?

A: Differentiating given function twice with respect to x

Q: dy Find for the given functions. dx3 a) y = /2x + 3 b) y = 2.x – 1

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Q: Q4) Find for the following functions (- dx Зх +4 %3D 2x+3 6. y = tan-1 V4x3 - 3 %3D

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Q: dy Find dx 3 y =x

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Q: dy Q1: Find for the following function: dx y = sec3(/3x + 8)

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Q: dy Q:: Find for the following functions: - dx 1- y = 2cot? `x+1

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Q: Q5: Find for the following functions: dy dx (1) In(x - y) = xy + y² ;

A: Find the derivative

Q: dy Find () to the following functions: dx ,2-2 2- y=(x-1)* logs()* x-2

A: We are supposed to find the derivative of the given function.

Q: dy Find if y = e 4x2-3x+2 dx

A: dydx=ex4x2-11x+54x2-3x+22

Q: dy Find for the given function. dx csc(x) y = dy dx

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Q: dy Find of the equation x'y +4y=3x dx %3D

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Q: dy Find for the following functions: - dx y = (cosx)V* %3D

A: y=(cosx)x We have to calculate first derivative of given expression.

Q: dy Find dx for the following functions (i) y = (3x° – 2x + 8)º - (ii) y = ecos(3x²+4x-2)

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Q: 8. y=x".7* 9. у%3 Inlog, x

A: Let's find.

Q: . If x = 3t² - 2t, find the value of dx/dy when t = 5

A: The given function is x=3t2-2t.

Q: Given that dy/dx = ∛(x^2 ) and y=3 when x=-1, find the function f(x) in terms of x

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Q: Find dy/dx of the following functions. A. y = x⁵tan5x B. y = esec2x

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Q: Find y subject to the conditions dy/dx = 2x – 3 and y(0) = 3.

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