Directions: Fill in the blanks below to complete the statement.
1.In finding the possible roots of the polynomial equation, look first the
coefficient,
and the
terms. Then list the
2. In using a Factor Theorem, find the number from the list of possible roots
that would give 0 as the
If the remainder is zero, this number is a
of the equation. If a root is obtained use
division. Repeat the
process until you reached up to a
equation. If the other factor is
quadratic, use factoring, quadratic formula or completing the square to get the roots.
3. The roots can be
and
Examples to these sets of roots are: (-1, 2, 5, 7. 3/2}, {v5.-V3...etc), and
{ 1 + 21, -21 1v21 ... etc).​