Final answer:
When dividing polynomials using the reverse tabular method, the process differs based on whether there is a remainder or not.
Step-by-step explanation:
The reverse tabular method, also known as synthetic division, is a technique used to divide polynomials. When dividing polynomials using the reverse tabular method, there are two scenarios to consider: dividing polynomials that have a remainder and dividing polynomials that do not have a remainder.
If the polynomial being divided does not have a remainder, the process is straightforward. You set up the tabular method by writing out the coefficients of the dividend polynomial in descending order, including any missing terms with a coefficient of zero. Then, you select the divisor and perform the division, bringing down the next coefficient and repeating the process until you reach the end.
However, if the polynomial being divided has a remainder, the process is slightly different. In this case, after performing the division step and bringing down the next coefficient, you continue dividing until you reach a point where the remainder becomes zero.