dy given that y= Vx² (x – 4) dx la) Find %3D

Q: dy Find for y = dx V7 – x2 dy dx

A: Differentiate  y with respect to x

Q: dy for y = x2 - 8. Q2) Find dx x-1

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Q: Find the value of V®dx 0.

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Q: dy Find for dx 2. y = x(e*) = x(e*)

A: Given: y=xex   ....(1)   As we know that; The Product rule; f·g'=f'·g+f·g' And ddxlnx=1xddxex=ex

Q: dy from the equation vx + y = 1 + x'y² dx Evaluate when x =1

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Q: dy Estimate dx of the function y = 4x? O 17 20 16 18

A: differentiate w.r.t x

Q: dy + y = x dx 4.

A: Given: dydx-y=xey

Q: Find dy/dx. X = x = t?, y = 8 – 2t dy dx

A: givenx=t2   and y=8-2tdydt=-2dxdt=2t

Q: Find dy/dx for: y= (sec x)/x

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Q: dy You need not expand your answer. Calculate dx 7x2 - 9x + 13 y = 2x + 4 dy dx II

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Q: dy Find for y= x(7x+9) dx dy dx

A: We use product rule

Q: dy Find for y = dx /9 – x4 dy dx

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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: dx 2xVIn x (b)

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Q: dy 5. (3 pts) Determine given: dx аx*у3 — bху %3D 36 where a and b are constants.

A: 5. Given relation is, ax4y3 -bxy=36 We have to differentiate this relation with respect to x.

Q: y(x) =x' (2x – r²)

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Q: dy for the following functions: dx Find 2 y= x³+

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Q: d °y For y = x2k+1, find dx

A: topic - derivative

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

A: The derivative is calculated as follows:

Q: d'y If x =t-sint , and y=1-cost, find

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Q: dy Find for y = 5x° e" dx

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Q: Find dy d?y dx dx2 ノ X = t + sin t リ=t- COSt

A: I have used chain rule

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: Q2. Find 2 of y = 4x/x + Vx at x 1? dx

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Q: dy Find for the following functions: dx 1- y = (Inx. Vsin x ) %3D

A: Dear,as per company guidelines we can answer only one question at a time, kindly post other question…

Q: dy Find for y = dx /9 – x4 dy dæ

A: see below the answer

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 for the following functions (i) y = (2x³ + 3x + 8)º (ii) y = esin(2a²+3x–2)

A: By using chain rule we find the derivative of the given functions with respect to x.

Q: ay Differentiate implicitly to find x + y dy dx %3D

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Q: d'y of the function x' +y' = 1 aluate y" or dx when x = 0.

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Q: dy Q3) Find dx for 3(x? + y?)2 = 100xy %3D

A: The given equation is 3x2+y22=100xy.

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

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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: dy Find dx implicitly e +x²-y² = (

A: Sorry student as per our guidelines we have to answer only first question of multiple questions are…

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: Find for the function y= 7* dx dy dx

A: Answer

Q: Use the Trapezoid rule to approximate: dx; n = 8

A: Since you have asked  multiple questions  so as per guidelines we will solve the first question for…

Q: d'y If x=a (t-sint),y=a(1+cost) Find dx?

A: Given    x = a(t - sint),  y = a(1+cost) Firstly dy/dt and dx/dt will be calculated

Q: dy 4 Find for y dx V10 – x?

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Q: dy Find for y = dx V5 x² dy dx

A: To find the derivative.

Q: Q1: Using Intermediate value to find Y (0.2) dy when = 2x+2y?, h=0.05, y (0) =2 dx

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Q: dy Find and simplify as possible: e*y + In xy = 3 dx

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

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Q: Find dy/dx | V(r) =Y/ Tir ³ 3

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Q: dy Find dx for the function y = ecotx

A: We want to find the derivative of the given function.    y=ecotx Here we apply chain rule of…

Q: dy Find for the following function: dx 1- y = etan'x

A: It is differentiation using chain rule.

Q: Find the derivative

A: To get the y' or dy/dx,  differentiate the given equation with respect to x on both the side.…