Posted by **John** on Wednesday, May 11, 2011 at 9:19pm.

Intergral from -2 to 2 (-2 is at the bottom of the integral sign and 2 is at the top) x^-2dx = -x^-1] (the bracket has a 2 at the top and -2 at the bottom) = -(2)^-1-(-(-2)^-1) = (-1/2)-(1/2 = -1

Is this true or false. I think it's false, but can someone explain to me why it's false.

## Answer this Question

## Related Questions

- CALCULUS HELP PLEASE!! - Intergral from -2 to 2 (-2 is at the bottom of the ...
- calculus (please with steps and explanations) - consider the function f that is ...
- Calculus (urgent help) - consider the function f that is continuous on the ...
- calculus - consider the function f that is continuous on the interval [-5,5] and...
- double integral - 1. Sketch the region of integration & reverse the order of ...
- Calculus - Evaluate the integral. -2 at the bottom of the integral sign and 7 at...
- calculus - the integral sign where 4 is on top and 2 is at the bottom (x/2 + 3)...
- University calculus - if g(x)=the integral sign (with sin(x^2) on top and 10 at ...
- Calculus - True or false. 1. If F'(x) = G'(x) on the interval [a,b] then F(b)-F(...
- calculus - Use Fundemental Theorem of Calculus part 1 to find the derivatives of...

More Related Questions