Page 159-161: 57, 59, 65, 67, 89, 91
- For 57 and 59 use repeated synthetic division to "get down to" a quadratic
- Then, factor this quadratic...
- Now, write the original polynomial in its completely factored form
- Finally, use this completely factored form to find all the zeros of the polynomial
- For 65 and 67...
- First, use a graphing calculator to find one of the exact zeros (find one that's a whole number!)
- Next, use synthetic division to rewrite the polynomial as a product of a linear and quadratic term
- Now, use the quadratic formula (or factor, if possible) to find the remaining zeros from the quadratic factor!
- For 89, 91...
- This is some factoring review! Do some research about "factoring quadratics" for help!
No comments:
Post a Comment