The dividend is .

The divisor is .

Rewrite the expression in long division form .

Divide the first term of the dividend by the first term of the divisor: .

So, the first term of the quotient is .

Multiply by and subtract.

Divide the first term of the last row by first term of the divisor :.

So, the second term of the quotient is .

Multiply by and subtract.

Divide the first term of the last row by first term of the divisor : .

So, the third term of the quotient is .

Multiply by and subtract.

Divide the first term of the last row by first term of the divisor : .

So, the third term of the quotient is .

Multiply by and subtract.

The remainder is the last entry in the last row.

Therefore, the remainder.

From this division the polynomial function can be written as

.

.