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Factor by grouping

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EXAMPLE 3. Factor by grouping. Factor the polynomial x3 3x2 16x 48 completely. x3 3x2 16x 48. Factor by grouping. = (x2 16)(x 3) Distributive property ... – PowerPoint PPT presentation

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Title: Factor by grouping


1
EXAMPLE 3
Factor by grouping
Factor the polynomial x3 3x2 16x 48
completely.
x2(x 3) 16(x 3)
x3 3x2 16x 48
Factor by grouping.
(x2 16)(x 3)
Distributive property
(x 4)(x 4)(x 3)
Difference of two squares
2
EXAMPLE 4
Factor polynomials in quadratic form
Factor completely (a) 16x4 81 and (b) 2p8
10p5 12p2.
a. 16x4 81
Write as difference of two squares.
(4x2)2 92
(4x2 9)(4x2 9)
Difference of two squares
(4x2 9)(2x 3)(2x 3)
Difference of two squares
Factor common monomial.
b. 2p8 10p5 12p2
2p2(p6 5p3 6)
Factor trinomial in quadratic form.
2p2(p3 3)(p3 2)
3
for Examples 3 and 4
GUIDED PRACTICE
Factor the polynomial completely.
5. x3 7x2 9x 63
(x 3)(x 3)(x 7)
ANSWER
6. 16g4 625
(4g2 25)(2g 5)(2g 5)
ANSWER
7. 4t6 20t4 24t2
4t2(t2 3)(t2 2 )
ANSWER
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