Divide the first polynomial by the second polynomial and write the answer in the form `Dividend = Divisor times Quotient +Remainder`.
`x^3 -64`, `x-4`.

Divide the first polynomial by the second polynomial and write the answer in the form : Dividend = Division times Quotient + Remainder a^3 -b^3 , a-b .

Divide the first polynomial by the second polynomial and write the answer in the form Dividend = Divisor times Quotient +Remainder . 5x^5 +4x^4 -3x^3 +2x^2 +2 , x^2 -x

Divide the first polynomial by the second polynomial and write the answer in the form : Dividend = Division times Quotient + Remainder 3x^5 +5x^4 -2x^3 +4x^2 +2 , x^2 -x .

Divide the first polynomial by the second polynomial and express the answer as dividend= Divisor xx Quotient + Remainder . x^3-64, x-4

Divide the first polynomial by the second polynomial and express the answer as dividend= Divisor xx Quotient + Remainder . 5x^5+4x^4-3x^3+2x^2+2, x^2-x

Divide the first polynomial by the second polynomial and find the remainder using he remainder theorem. (2x^3-2x^2+ax-a)

Divide the first polynomial by the second polynomial and find the remainder using he remainder theorem. (x^2 -7x+9) , (x+1)

Divide the first polynomial by the second polynomial and find the remainder using remainder theorem. (x^2-7x+9),(x+1)