dy = f'(x)dx: 1. y = In (1+x²) %3D

Q: Integrate 1/(1+x(1/2)) dx

A: Consider the given integral ∫11+xdx. Integrate the given integral with respect to x as follows.…

Q: SO f'(2x) dx. +6 Lºx xf"(x) dx.

A: The given integral expression is:∫04 f'(2x) dx

Q: dy/dx of y=x arcsec(xy)

A: To Find: differentiation of y=x arcsec(xy)

Q: find dy/dx, y=tanx-secx

A:

Q: dx dx + dx

A:

Q: find dy/dx y = ecos(x+sqrt(x+lnx))^3

A:

Q: 3 (Y= メSx

A: Giveny=x3(5x2+1)-23 To finddydx

Q: dy +x? = 1 dx %3D

A:

Q: s of stick t

A: Given that it needs 5meters of stick to make a picture frame.

Q: Integrate: dx/(K+bx)=dy/-by

A:

Q: Find dy/dx for y = x*, x>0.

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Q: = Z

A:

Q: y=10tan.x

A:

Q: Which table is a probability distribution table? X 1 P 0.4 X 1 P 0.4 X 1 P-0.2 X 1 P 0.2 2 0.15 2…

A:

Q: dy/dx = 6x^5sqrt(y-1) equals to y = [(1/2)(x^6+c)]^2 + 1? Diff eqn.

A: ∫tndt=tn+1n+1+cgiven  dydx=6x5y-1          dyy-1=6x5dxintegrate both sides

Q: y" +y- tanx An 8.

A: Given

Q: find dy/dx in terms of x and y if x ln y +y^6 =8 ln x.

A: x ln y + y6 =8 ln x

Q: y(x) =x' (2x – r²)

A: