4x (e) Find -dx .2 Vx² +4

Q: dy y² tion + dx x² है || Y 8

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Q: Find dy/dx: 4x²-3 y = Vx2–1

A: The given function is, y=4x2-3x2-1 To find the expression for dydxwe need to use to division rule of…

Q: Find of y3 = x* + 3x d?y dx2

A: giveny3=x4+3xdiffrentiate with respect to x3y2y'=4x3+3y'=4x3+33y2

Q: Vx - 3 dx x=3

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Q: 1) f3x* dx +x dx 3) fxva² +I dx

A: We know that, ∫ xn dx = [( xn+1 )/( n+1 )] + C

Q: (3x -x2 dx 3.

A: “Since you have asked multiple question, we will solve the first question for you. If youwant any…

Q: dy :- 15x²y and y = 4 when x = -4 dx

A: To solve the initial value problem  dydx = -15 x2ydyy = -15x2 dx

Q: d'y 4x dx2 dy +6- + у %3D0 dx

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Q: Q2\ find when y = dx x²-1

A: y=xx2-1⇒y=x12x2-1⇒y=x1212x2-1⇒y=x14x2-1

Q: calculate d2y/dx2 when y=3/x

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Q: dx J-2 (5-4x-x²)/2

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Q: calculate d2y/dx2 when y=-3x2+2x

A: . Given y=3x2+2xwe find d2ydx2

Q: dy (B) Find -, if dx 3x2 + 2x 2 Y = (- when x = 1 5

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Q: y= 2x3-14x2 +9x+7 dy %3D dx

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Q: B: Find dy /dx 4x5-5x+2x3 2- y = x2

A: We have to find the derivative dy/dx.

Q: (x² + y²)dy dx 7.

A: Given  ∫-22∫04-x2(x2+y2) dydx

Q: d’y dx² 5 + 6y = 3x+3 dx

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Q: Find for the equation below. dx 6x2 - xy- y' = 6

A: In the question it is asked to find dydx of the following function given in the question.

Q: 3r² + 10x + 7) In (z²+3) dz

A: I am attaching image so that you understand each and every step.

Q: An appropriate substitution for 2x dx is V4 – x2

A: The given integral is:∫2x4-x2dx

Q: Find :a. b. 20 fő -1 20 dy (1+y) ² (20-6x) e 20x - 3x² dx

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Q: dy. dx2 y = -6x2 + 7x Calculate d²y dx2

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Q: Find d3y dx3 of y = x³e-x

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Q: d²y + y = 0 dx2

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Q: -.f x³ ex² dx 3

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Q: dydx x² +y²

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Q: d³y of y = (3x*-5)(2x³+9x-6) Determine the %3D dx3 7x5

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Q: Evaluate d2y/dx2 at the point (0, -9). x = t3 - 3t y = 3t2 - 9

A: Given: x = t3 - 3t y = 3t2 - 9

Q: x-3 dx V16-x² (16-х2

A: Given,          ∫x-316-x2dx

Q: Find d^2y/dx^2: y^3=6x^2

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Q: Н. W.: -1/3 6dx 2. V9x2+ 1 c2/3 dy

A: Since you have asked multiple question, we will solve the first question for you. If you want any…

Q: Let y = 4**-2x+3. Find d²y - dx2°

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Q: dy - 12x +4 dz

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Q: calculate  d2y dx2 . y = −  4/ x2

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Q: 2x° dx x2-4

A: ∫2x3x2-4dxSubstitute u=x2-4→dudx=2x→dx=12xdu=12∫u+4udu=4∫1udu+∫1du

Q: Solve (D² – 3D – 4) y = 16x – 50 cos (2x)

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Q: Find for 7x3 + 4y = 3y² dx

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Q: y = e² -Vx sec 6x 3

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Q: dy у+x3 + 3x2 - 2х dx %3

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Q: 3x + 1 dx 28. V4 – x2 -

A: Formula used : ∫dx1-x2=arcsin(x)+c

Q: d³y Find dx3 where y = e*(8x + 1)

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Q: calculate d2y/dx2 when y=-2/x2

A: Given: y=-2x2

Q: dy y2+1

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Q: dy 3x - 4 81. if y = %3D dx 12r²

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Q: Find dy/dx y= (x3-3x)6

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Q: 2-3x dx V2x -x+5

A: Given: ∫2-3x2x2-x+5dx

Q: dy Find - if y = dx dx 9x-8 72x2

A: NOTE: Refresh your page if you can't see any equations. . take derivative

Q: Find ay/dx. 8x²y - y

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Q: X 2 dx = V4-x2

A: I=∫01x24-x2dx =∫01(4-x2)+44-x2dx =∫014-x24-x2dx+∫0144-x2dx =∫014-x2dx+4∫0114-x2dx Here  ⇒∫a2-x2…