Solve for r of the equation
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3r2+20r+32=0.

Factors of 3=(1,3): factors of 32=(1,32), (2,16), (4,8).

(3r+a)(r+b)=3r2+r(a+3b)+ab, so (a,b)=(1,32), (2,16), (4,8), (32,1), (16,2) or (8,4), and:

a+3b=20:

a  b     3b  a+3b

1   32  96  97

2   16  48  50

4   8    24  28

8   4    12  20 is the correct combination

16 2      6  22

32 1      3  35

(3r+8)(r+4)=0 so 3r+8=0, 3r=-8, r=-8/3; or r+4=0, r=-4 (two solutions).

by Top Rated User (1.1m points)

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