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factoring polynomial

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Make sure to superscript all exponents. If you believe that a polynomial is not factorable, label it as prime. Show all stages of factoring separately (i.e., show the result of factoring out a GCF before taking the resulting polynomial and factoring it again).

1. Factor completely: x5y3 - 9x4y2 + 20x3y

2. Factor completely: x3 - 3x2 + 6x - 18

3. Factor completely: x2 + 5x + 6

4. Factor completely: 7x2 - 28y2

5. Factor completely: 3x2 + 23x - 36

6. Factor completely: 8x2 - 32x + 24

7. Factor each polynominal: X^2 - 4

8. Describe your strategy for factoring a polynomial. Give an example showing all of your steps.

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Solution Summary

The solution is a comprehensive guide on factoring the polynomial. It explains the different stragtegies involved, such as, extracting GCF, grouping, AC method, trial and error method, and the difference of squares.

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8. Describe your strategy for factoring a ...

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