Saturday
December 20, 2014

Homework Help: mathematics

Posted by lisa on Sunday, May 29, 2011 at 7:37am.

∫ _0^(1/2)xdx/√(1-x)

the half should be at the top of this ∫ and the zero at the bottom.

Answer this Question

First Name:
School Subject:
Answer:

Related Questions

mathematics - ∫ _0^(1/2)xdx/√(1-x) the half should be at the top of...
Help Evaluating Integrals - 1.) ∫ (2)/(x-4) dx 2.) ∫ sec^2x tanx dx ...
mathematics - ∫_0^(1/2)xdx/√(1-x)
mathematics - ∫▒dx/(x√(2x^2+5x+1)) 2. ∫▒dx/(x&#...
Integral Calculus - Solve using Integration by Substitution : ∫√x2-...
physics - 1.∫ x(x+1)dx 2.∫ (1-cotx)dx 3.∫ cosx(tan x + sec x...
physics - 1.∫ x(x+1)dx 2.∫ (1-cotx)dx 3.∫ cosx(tan x + sec x...
physics - 1.∫ csc (u-π/2) cot (u-π/2) du. 2.∫ sec^2(3x+2)...
Calculus - Find the integral by substitution ∫ [(16 x3)/(x4 + 5)] dx &#...
maths... - This is the entire question: A curve has the equation y=(x+2)√(...

Search
Members