- #1
tandoorichicken
- 245
- 0
I need to find the area between y=x and y=x^2
So this is what I did:
[tex] A = \int (x^2-x) \,dx [/tex]
Then I found the limits of integration x=0 and x=1 because that's where the two graphs intersect
[tex] A = \int^1_0 (x^2-x) \,dx [/tex]
I ended up with an answer of -1/6
What did I do wrong?
So this is what I did:
[tex] A = \int (x^2-x) \,dx [/tex]
Then I found the limits of integration x=0 and x=1 because that's where the two graphs intersect
[tex] A = \int^1_0 (x^2-x) \,dx [/tex]
I ended up with an answer of -1/6
What did I do wrong?