if y = (3x? + 4x – 7*)e, then dy/dx is:

Q: S.Si dx dy о 1+ху

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Q: In(xy)dy dx 35.

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Q: If x=t² - 5t and y=1-61² , then dy at t =1 is dx Oa. 4 O b. -1 - 4 d. 4

A: We need to find parametric differentiation

Q: I = | In(ax + 1) dx, for a > 0

A: Find the integration of I

Q: dy y = In 1-х2 dx 1+ x2

A: To find: The derivative of y=ln1-x21+x2. Concept used: Chain rule of derivative: fgx'=f'gx·g'x The…

Q: e | Vĩ In x dx 1

A:

Q: x*+e*)dx -In

A: Given: I=∫x-1+exex-ln1xdx So, simply we can write as; I=∫x-1+exex-ln1xdx=∫x-1+exex-ln1-lnxdx…

Q: Given y+In(-) = e dy then dx x(y+1)

A: Given: y+lnyx=e We know that ddxuv=vdudx-udvdxv2                                                 ..1

Q: 3. Find the dy/dx of * y? + 2x – 3y = 0

A: The given function,         y2+2x-3y=0

Q: FIND DY/DX OF THE FOLLOWING 5. y=csc Inx

A:

Q: S S" x²cos(xy)dxdy

A: To calculate the integral: ∫01∫0πx2cosxydxdy

Q: Find dy/dx for the following xVx² In y = In + 1 2 (x + 1) 3

A:

Q: If z + In(e2x - e + e²) = 0 dz find at the point (0, 0) dx 2 0 -3 -2

A: see below the calculation and answer

Q: Find dy. y=3 In (4+x) dy =D

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Q: 1 What is S dx? x²+2x+5

A:

Q: , 4cosx dx dy

A: First draw the region of integration. Then, use the region of integration to change the order .…

Q: Find dy/dx, if y= (3+cos x) ^(2x+1)

A: Given- y=3+cosx2x+1 To find- dydx Here we will use the following formulas- ddx(uv)=dudx(v)+dvdx(u)…

Q: If y? In(x) = 5, find dy/dx. dy dx

A: This question is based on differentiation with respect to x.

Q: Find dy/dx if y = e-(1/10)e-x/2.

A: Given: y=e-110e-x2. To find dydx. Solution: Chain rule of differentiation states that:…

Q: SíS(x² + y²) dx dy 0.

A: To evaluate the given iterated integral.

Q: -if y=x² the dy dx

A:

Q: Find e dx approximately using Simpsons rule with n 10.

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Q: S S* e*(y + 2z) dz dy dx

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Q: FIND DY/DX OF THE FOLLOWING 6. y=sec'Inx

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Q: dy Find dx if y = cos (4x - 3x + 1) s*(4x²-3x + 1)

A: Given that, y=cos4(4x2-3x+1)

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

A: Given:

Q: 9. 3y'e" dx dy

A: To solve the integral

Q: 1 dz dy dx. e 0,

A:

Q: (4 + e² ë*) dx + (1 +et) dy.so *) dy so A Scanned with

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Q: y et 2x *Sec2X Pinel dy o

A: By using these differential formulas that are ddxex=ex, ddxax=axlnx where a is constant,…

Q: dy dzy If y = e2x –2e¬3x, Find at x = 1 dx 'dx2'

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Q: 5. S , dz dy dx 2 c3

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Q: d*y dy is dx x dx ferential

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Q: The general solution to the DE + Py =0 is dx

A:

Q: In Prob. 1-38. Find dy/dx.

A: Given; y=e2x+3.

Q: d²y if y = 5x cos x. dx? Find dy dx? ||

A:

Q: dx dy 1 (a)

A: This is a problem of partial differentiation and Implicit function theorem.

Q: If z + In(e³x – e + e²) = 0 %3D - find dx at the point (0, 0)

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Q: If y = In dy then dx 10 10 20 et - E) eT – 10 A) x – B) eT D) 0 eT – 10 10 — еT Of –

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Q: Find dy If y=1-t and x2 dx

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Q: If y = (x² - 3x +2)(x² - 2), find dy/dx and evaluate dy/dx when x = -1

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Q: In x Find y' if y = e3 1 – 4 In x Based on your work from (a), evaluate - dx. -5

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Q: - if eV = In(x) + In(y) + e³ ху 3 Find dx

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Q: 3 dy Find dx if y = cos vx + 4sin x – log 3(3x + 1)ž. إضافة ملف

A: We will solve the following

Q: Find dy/dx by the implicet differentiasion x2+y2=64

A:

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

A: Topic:- derivatives