Question

How do you integrate `\int 12x ^ { 5} d x`?

Answer 1

`int12x^5dx=2x^6+C`

Explanation:

We will use the rules:

• `intaf(x)dx=aintf(x)dx`
• `intx^ndx=x^(n+1)/(n+1)+C`

Thus:

`int12x^5dx=12intx^5dx=12(x^6/6)+C=2x^6+C`