absolute value of ∫(sinx)/(1+x8) from 10 to 19 is less than 10-10 10-11 10-7 10-9

absolute value of ∫(sinx)/(1+x8) from 10 to 19 is less than 10-10 10-11 10-7 10-9

integrate √[ (1+y)/(1-y) ]dy from -1 to 0 the answer is: (pi/2) -1

suppose that f(x) is an even function and let ∫0^1 f(x)dx = 5 and ∫0^7 f(x)dx = 1. What is ∫-7^-1 f(x)dx? This is my work I expand ∫-7^-1 f(x)dx to F(-1) - F(-7) F(-1)...

I was asked to calculate the area between two functions, y=e^x and y=x using midpoint riemann sums from 0-2 with n=4. so i found my answer by subtracting the second sum from the first. The second...

Integral of tan inverse of x divided by x, limits are from 1/2014 to 2014

2∫ab f(x)f'(x)dx=[f(b)]2-[f(a)]2

A spinning liquid of any sort forms a paraboloid; a three dimensional parabolic shape. Therefore, you can apply the physics principles relating to centripetal motion to any mass, m, on the surface...

Integral of tan inverse of x divided by x, limits are from 1/2014 to 2014

Integral of tan inverse of x divided by x, limits are from 1/2014 to 2014

Find the area bounded by the graphs of the indicated equations over the given interval. Compute answers to three decimal places. y=x^2+4, y=6x-6; -1 <x<2

I still havent learned anthing about logarithm derivatives yet so i have no idea how to proof this even i know the answer is ln2. So far with the definition of integral i transformed...

I need help solving a couple of indefinite/definite integrals. It seems all of my homework problems have done the less complicated ones so I'm not sure how to do these ones: First problem:...

I have an integral with ∫ (b=0, a=-1) and the inside function is (2t)/[(3+t2)3]dt. The directions tell me to "Evaluate the definite integral by making a u-substitution and integrating...

∫ba (2+x-x2)dx

Calculate the integral of: cos [2x] π. cos πx dx From 0 to 1.

No limit is visible in integral notation, but integration is defined in terms of a limit. Give the definition; explain what is being limited, and how this allows an integral to calculate the...

The curve is x^3-6x^2+11x-6. I have to prove that the two regions enclosed between the x-axis and the curve are equal. Given is, that the curve cuts the x-axis at x=1,x=2 and x=3. I tried finding...

Use the substitution u = x - 1/x to show that the integral from 1 to (√pi +√2)/2...

integrate from pi/6 to pi/2 (x+16/(sinx^2))dx

definite integral question