I cant be able to work it out but I can provide steps of working it out:

•Arrange the terms of
both the dividend and the divisor in descending powers of any variable.

•Divide the first term in the
dividend by the first term in the divisor. The result is the first term of the
quotient.

•Multiply every term in the divisor
by the first term in the quotient. Write the resulting product beneath the
dividend with like terms lined up.

•Subtract the product from the
dividend.

•Bring down the next term in the original dividend and write it
next to the remainder to form a new dividend.

Use this new expression
as the dividend and repeat this process until the remainder can no longer be
divided. This will occur when the degree of the remainder (the highest exponent on a variable in the remainder) is
less than the degree of the divisor