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8th Alg - L8.2--March12
1.
Lesson 8.2: "Factoring" a polynomial involves finding the "completely" factored form.
...involves doing the "Distributive Property" backwards... ex Factor 20z2 + 35z *determine the GCF of each term *factor out the GCF ...(by dividing each term by the GCF) 1
2.
**Polynomials that have 4 or more terms must be "factored by grouping"...
ax + bx + ay + by = (ax + bx) + (ay + by) x(a + b) + y(a + b) (x + y)(a + b) 2
3.
***Zero product property if the product of 2 factors is 0, then at least one of the factors must be 0. *This property can be used to solve equations!
3
4.
Lesson 8.2 examples: Use the distributive property to factor each polynomial. A) 21b 15a B)
10g2h2 + 9gh2 g2h 4
5.
Factor each polynomial. C) np + 2n + 8p + 16 D)
3bc 2b 10 + 15c 5
6.
Solve each equation. Check your solutions. E) 3k(k + 10) = 0 F)
20p2 15p = 0 G) r2 = 14r 6
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