eliminate arbitrary constant: y = cx + c^2 + 1

Q: 6x² – y² = 9 =D9

A:

Q: 7. уз y =/x³ – 1/1+ vx

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Q: C. y = cqx + °s %3D

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Q: Differentiate. y = (arcSin 2x)2

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Q: Differentiate: F(y) = 금)(y-10y) - yA F'(y) =

A: Definition used -            Power rule of derivative -…

Q: exy -2x+24

A: Consider the equation

Q: Find the second derivative of the funcion. y%3D

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Q: Find the derivative of y = 2 + v2 + vx5 |2 + V2 + Vx5

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Q: Vt- 4 V3t - 4 y =

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Q: compute the derivative. y = 4x−3/2

A: Solution: We have given that the function : y = 4x-3/2 If y = xn be any function then derivative of…

Q: Find the derivatives of the functions in Exercis y = (4x + 3)4(x + 1)-3

A: y=(4x+3)4(x+1)-3

Q: Calculate the derivative of the exercise: y=(4x3+3)4(x+1)-3

A: To find: The derivative of below expression.

Q: Find y" by implicit differentiation. 2x3 + 3y3 = 2 y" :

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Q: Evaluate the derivative of 3x-+yx=9

A: NOTE: Refresh your page if you can't see any equations. . take the derivative with respect to x

Q: calculate the derivative. y = cosh2(9 − 3t)

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Q: Find y" by implicit differentiation. 2x3 + 3y3 = 2 y" =

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Q: Find the derivative. 9 y = 4 .3 %3D

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Q: Estimate 291/5 using a linear approximation.

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Q: Use the deffinition of derivatives to deffrintiate y= -x3+3x-6

A: Here the given function is

Q: Differentiate the function y=sinx2+3x3.

A: Given: y=sinx2+3x3 we know that ddxsinx=cosxddxxn=nxn-1

Q: compute the derivative y = (2 + 9x2)3/2

A:

Q: Find the derivatives of the functions in Exercis y = (2x - 5)-1(x2 - 5x)6

A: Given function - y = 2x-5-1x2-5x6y = x2-5x62x-5               ........(1)  Identity to be used -…

Q: Find the derivative of the function. 2 + 4x – 9Vx – 10 y = 10x5 %3D - x3

A:

Q: Find the derivatives of the functions in Exercis

A: Given, y=5-2x-3+182x+14

Q: Find the derivative. y = ecosh(8x) y'(x) =

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Q: 2. у %3D 3 + 4x — х?

A: We can find the answer as below

Q: Answer fast. Find the 5th derivative of 3x^5 - 3x^3 + (1 /x^2).

A: We differentiating with respect to x continuously 5 times to get the required 5th derivative.

Q: Differentiate the function. y=(4x– 1)* (2 -x³) ² dx

A: A function is a relation which maps each value in its domain to exactly one value in its range.…

Q: Determine the derivative of у. /20x+6 y = ev y =

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Q: 1. у %3D 4x2 — 3х — 2.

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Q: Differentiate and simplify: f(x) = arcsin ( 2x / x2 + 1 )

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Q: Use the product rule to find the derivative. y= (4x +5)(5x-2) y'= %3D

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Q: If 3x² + 2x + xy 2 and y(2) -7, find y' (2) by implicit differentiation.

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Q: Find y" by implicit differentiation. 5x3 + 4y3 = 9 У" - %3D

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Q: Find the second derivative of y = -5 %3D -

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Q: 1. y= ArctanB %3D 3-V9-x2

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Q: Find y" by implicit differentiation. 3x" + 4y - 2

A: differentiate it with respect to x.

Q: Find y" by implicit differentiation. 5x³ + 2y3 = 7 y":

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Q: Find the third derivative of y = (8x 1) solution and upload it on the designated field in jpeg or…

A: The given equation is y=8x-114to find the third derivative of the given function. Differentiation is…

Q: Find the derivative. (Hint: do chain rule. ) * 12° dt 6x 8x6 12x/2

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Q: Find y" by implicit differentiation. 4x3 + 5y3 = 1 y" =

A: We will find the y" of the given function using the implicit differentiation.Below find the solution…

Q: Use the product rule to find the derivative. y= (2x + 3)(5x-4) %3D

A: differnetuate this with respec to x using product rule .

Q: y 1-

A: The solution is given below in the next step:

Q: Find the derivative. y = 5x(2 – x³)* %3D

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Q: Use the product rule to find the derivative. y = (4x2 + 5)(3x - 5) y'= %3D

A: Given:-y=(4x2+5)(3x-5)To find: derivative by using product rulesolution:product rule:…

Q: with positive exponents only

A:

Q: Calculate the second and the third derivative of y = 5x- 9 y": y"

A: Using derivatives rule & formula.

Q: Find the first derivative: y = In V2x3 -5 222 O y' = 2z3-5 5z2 O y' = 223-5 3z2 O y'= %3D 223-5 O y'…

A: Using Chain rule Y= f(g(x))  so Y' = f'(g(x))•g'(x)