Find the differential d5y of the function y=lnx2.

Q: Find the differential of the function T = uw / 1+ uvw

A: Our Aim is to find the differential of the function:-T=uw1+uvw-(i)

Q: Find the differential dy of the given function. y = V3- x² dy

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Q: Find the differential dy of the given function. (Use "dx" for dx.) y = 8x3/4 %D dy =

A: given y = 8x34  we find the differential dy of the above function.

Q: Find the differential of the function. Y = e2x

A: Given function is  y= e2x

Q: Find the second derivatives. d2/dt2 (t2 ln t)

A: Given: d2dt2(t2log t)

Q: Find the differential dy of the given function. y = V4 - x2 dy =

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Q: Find dy/dx by implicit differentiation. x2 + y2 = 64

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Q: If z = +3y, find the differential dz. dz =

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Q: Find the differential dy of the given function y=extanx

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Q: Find the differential dy of the given function. (Use "dx" for dx.) y = 3Vx + х dy =

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Q: Find dy/dx by implicit differentiation. x2 + 4xy − y3 = 6

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Q: Find the differential dy of the given function y = √(36 − x2)

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Q: Find dy/dx by implicit differentiation. x² + 3xy + y2 = 4

A: In an implicit equation different variables (here x and y) will be intermixed.

Q: Calculate the differential of the function y=x5−7x3+5x at the point x=2 when dx=0,2.

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Q: Given y=5x+2−−−−−√, find the differential dy when x=1 and dx=0.3. Round your answer to three…

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Q: Find the differential dy of the given function. (Use "dx" for dx.) y = xV9 - x² = Ap

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Q: Use the differential dy to approximate Ay when x changes from x = -3 tox = -2.99. y = x2 + 1 Enter…

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Q: Find the differential of the function. z = 3t - = zp

A: Differentiate the function: - Differentiation is that the quantitative relation of a small amendment…

Q: Find the value differential equ of the arbitrary and the value c y'+4

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Q: Find dy/dx by implicit differentiation x2+y2=64

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Q: Calculate the differential of the function y=2x x2−3 at the point x=3 when dx=−315.

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Q: Find the differential of the function y = f(x) . f(x) = (5x² + 7)/3 dy =

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Q: Find the differential d3y of the function y=xsinhx.

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Q: Find dy/dx by implicit differentiation. v3xy = 1+xy

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Q: hello! can you help me with this calculus problem?

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Q: Find the differential dy of the given function. (Use "dx" for dx.) y = 10x4/5   dy=?

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Q: Find the differential of the function z=2x'y %3D

A: If z is a function of two variables defined by z=f(x,y) then the differential dz or total…

Q: Find the differential dy of the given function. (Use "dx" for dx.) 6. y = 2/x +

A: Given:

Q: Find the differential of the function y=2x2+3x+1 at the point x=1 when dx=0,1.

A: To find the differential of the given function at point x = 1 when (d x) = 0, 1.

Q: Find the differential dy of the given function. y = sec2x/(x2 + 1)

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Q: Find the differential dy of the given function. dy sec x x² +9

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Q: Find the differential of the function. y = sqrt(1+ln(z))   dy=?

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Q: Find the differential d3y of the function y=x2ex.

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Q: Find the differential d3y of the function y=1/√x.

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Q: Find the differential dy of the given function. y = V4 - x2 dy

A: Consider the given function. The problem requires to find the differential dy of the given…

Q: Find the differential dy of the given function Y=arctan(x-5) Dy=?

A: Use the standard derivative of inverse trigonometric function and chain rule.

Q: Hello! Can you help me with this calculus problem?

A: Write y using exponent Then differentiate both sides. Use power rule and chain rule on the right…

Q: Find the differential given: y=(1+x) y%3D

A: Given,            y=1+x4

Q: Find the differential of the function. = e dy =

A: y= e^(2x) dy = 2 e^(2x) dx

Q: O = 4xy x³ + y³

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Q: Find dy/dx by implicit differentiation. x2 − 4xy + y2 = 4

A: Consider the given function.

Q: To use differentials to approximate V8. You would use x = and dx

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Q: Find the differential of the function. 8x y = e dy = 8e8x

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Q: ydx -( x+***ty? dy = 0

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Q: Find the differential of the function. T =V 9 + uvw

A: Given T = v9+uvw

Q: find the differential dy of the function y=x2sin(8x)

A: Find the differential dy of the function y = x2 sin(8x) as follows.

Q: Find the differential dy of the given function. (Use "dx" for dx.) y = 9Vx+ dy =

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Q: Find the differential of the function. y = 6 sin(60) dy

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Q: Find the differential of the function. w=2xyexz dw=(__)dx + (__)dy + (__)dz

A: W = 2 x y e xz dw  = 2 yexz  + 2 x y z e xz dx  dw  = 2 xe xz dy

Q: Find the differential dy of the given function. y = √(9 − x2)

A: The given function is Now, find the derivative of the function