The function to be integrated is the following: f(x)=(√x)/(x2 + ln(1+x)) In addition to this we were asked to confirm if the function converges or not. When plotted it is...

The function to be integrated is the following: f(x)=(√x)/(x2 + ln(1+x)) In addition to this we were asked to confirm if the function converges or not. When plotted it is...

Evaluate Z ∫C(z^2 - z)/(2z + 1) dz where C is: (i) the unit circle in the counterclockwise direction; (ii) the circle |z − 2| = 1 in the counterclockwise direction. Do I use...

a = 3 - 0.1v^2 dv/dt = 3 - 0.1v^2 cant move the variable v to left hand side as there is a constant and how to integrate this? plz help

The question asks to estimate the area under the graph given the following table: | x | 2 | 2.5 | 3 | 3.5 | 4 | 4.5 | 5 | | y | 4 | 10 | 8 | 6 | 14 | 10 | 12 | a) Use Simpson's...

integrate by substitution a) ∫(√1+x2) x5 dx

This is a question of integration and fails to solve this so gv me solution

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The solution to ∫(ex/x)dx has no closed-form solution. This provides a power series solution to the integral.

how to integrate the e^x*1/x

When connected to earth, any charged capacitor will discharge, and the voltage across the capacitor will decrease. This is modelled by the differential equation dV/dT=-V/RC, where V = voltage, and...

When a raindrop falls in still air, its acceleration is given by g-0.5v, where g is ate acceleration due to gravity and v is the velocity. We then have a = dv/dt = g-0.5v. a)...

I'm suppose to use partial fractions, and I'm given the hint: "Each denominator contains a repeated irreducible quadratic factor".

Picture of the question: http://imgur.com/a/J7QEq It takes half a page to solve, I heard.

The graph of the equation x^2/3+y^2/3 = 1. is one of a family of curves called asteroids, because of their starlike appearance. find the length of this particular asteroid by finding...

15 / x[In(x)]^4 dx Ans: -5 / [In(x)]^3 + C

how to solve integration of (3x+5)^4

Find the volume of the solid generated by revolving the region bounded by the graphs of y equals y = csc(x) and y = square root 2 about the x-axis where 0≤x≤π.

I want solution Find the area of the region that is enclosed between y=x2+1 and y=5

second dervative of Asin(mx)+Bcos(nx)

Integrate 0 to a f(x)/(f(x)+f(a-x)) dx, where U = a-x

integrate 0 to a f(x)/(f(x)+f(a-x)) dx, where u = a-x, use substituation to solve it

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