Question

Directions: Rewrite the following expressions in factored form by determining the GCF5.) 63x12 - 35x^6Factored Form:

Answer 1

`\begin{gathered} 63x^(12)-35x^6,\text{ fist we wil find the common factor of 63 and 35} \\ 63=9\cdot7 \\ 35=5\cdot7 \\ \\ \text{ Thus the greatest common factor of 35 and 63 is 7} \\ 63x^(12)-35x^6=7(9x^(12)-5x^6) \\ \text{ now we extract the minor x power !} \\ =7x^6(9x^6-5) \end{gathered}`