What is $\int \frac{4t^2}{5t-5}dt$?
I understand I can take out the constant and divide the polynomials to simplify the function. But if I didn't do the division, how then would I integrate this?
What is $\int \frac{4t^2}{5t-5}dt$?
I understand I can take out the constant and divide the polynomials to simplify the function. But if I didn't do the division, how then would I integrate this?
Another approach (in the end, the same thing): substitute $u=5t-5$.