Question

Integrals: Please explain:)
Evaluate:

Answer 1

\[\int\limits_{}^{}\sqrt[11]{x}*dx\]

Answer 2

Know this rule? \[\int\limits x^{n} = \frac{ x^{n+1} }{ n+1 } \]

Answer 3

@Lukecrayonz

Answer 4

Yes sorry, so just x^(1/11)
1/11+1=12/11
x^(12/11)/(12/11)?

Answer 5

Yes

Answer 6

Gotcha, thanks man. what about for this?
\[\frac{ 5 }{ x }-2e^{5x}+\sqrt[]{x^{7}}\]

Answer 7

What are you required to do here?

Answer 8

Integral

Answer 9

definite or indefinite?

Answer 10

Indefinite

Answer 11

Use this..\[\int\limits f(x)+g(x)+h(x) dx = \int\limits f(x) dx +\int\limits g(x)dx+\int\limits h(x)dx\]

Answer 12

So to find the integral of 5/x, it'd be what? o.O

Answer 13

Can you re write 5/x in another form?

Answer 14

Uhhhh yeah but I forget what form :P Is it 5^(1/x)?

Answer 15

Nope.