.2 dy Find for y dx V6 – x5 - dy %3D dx

Q: dy 3. Fy =x dx %3D 9.y =글 %3D 4. 4

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Q: dy if y = e-et dx Find %3D dy %3D dx

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Q: Differentiate. y = Jex +8 dy dx

A: The given equation is y=ex+8 To find: dydx

Q: x²y = (1+ x)cscy. %3D dx

A: Given data: The given differential equation is x2y(dy/dx)=(1+x)cscy. The given differential equation…

Q: dx xーメ

A: Explanation: Given that,  ∫x4+1x3-xdx Now we will perform long division and we will get…

Q: 3 + 2/5x-3 dx. Find 4x+1 - Vez

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Q: 3. dx (x²+1)² -3 d x XVX +3, dx x2

A: Evaluate the given integrals

Q: Integrate .5 X 12 1+x

A: Integration by substitutions

Q: dy (1 + x)y dx

A:

Q: V3/2 1 dx%3D 6). V1- x 1/2

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Q: Differentiate. In x y= 11 y3D dx

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Q: Find √√3 x² +3 x² +1 dx

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Q: dy If x = 3t2, y = t³ then %3D dx II

A: Here we find out the dy/dx

Q: If y = 9csc²-x 3 O -18 csc2> 3 -6 csc²}x• 3

A: Given: y=9csc213x

Q: Differentiate the function. y = (3x- 1)* (4 - x5) 3 dy dx II

A: To differentiate the given function:

Q: dy 6. Find dx , (3xy + 7)² = 6y %3D

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Q: %3D 8+ rel teX& -(x

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Q: 1- S dx -4 4

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Q: y=10tan.x

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Q: dx 4. 1- 2cosx

A: The integration of the 1/(1-2cosx).

Q: dy y secx + ytanx dx %3D

A: Given differential equation is : dydx=ysecx+ytanx

Q: dy e2x -3 Find if y = In %3D dx 1-4x

A: SOLUTION-

Q: v9-4x

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Q: dy Find dx when y = (3x +2)'(1 – VE)*. 8 %3D dy %3D dx

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Q: Differentiate. In x y = dy dx

A: The quotient rule of differentiation is, ddxfxgx=gxddxfx-fxddxgxgx2. we have the differentiation…

Q: х+3у dy= dx 3x+ y

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Q: Find oy for dx2

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Q: Find dy dx y=-6.5x 1 5

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Q: dy_y(ln y-Inx+1) %D dx

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Q: . If x = 3t² - 2t, find the value of dx/dy when t = 5

A: The given function is x=3t2-2t.