Divide.

(–33y⁴) ÷ (–11y)

The division is as follows:

Here when –11y is multiplied by 3y³ we get -33y⁴ as the result.

Here the divisor is negative and the dividend is also negative so the quotient has to be positive to get remainder zero.

In division the sign of the product [divisor × quotient] is always inverted to get the final result.

So the sign of product should always be opposite to that of the dividend.

So -33y⁴ becomes perfectly divisible by -11y and hence the quotient is 3y³ and remainder is 0.