12.4. CHAPTER 12 REVIEW PROBLEMS
Solve each equation. Give any approximate answers to three significant digits.
y2 − 5y − 6 = 0, 6, −1
2x2 − 5x = 2 (2.85, −0.351)
w2 − 5w = 0 0, 5
x(x − 2) = 2(−2 − x + x2) ±2
6y2 + y − 2 = 0 1/2, −2/3
3t2 − 10 = 13t 5, −2/3
2.73x2 + 1.47x − 5.72 = 0
8. 1.20, −1.74
13. 1.79, −2.79
3w2 + 2w − 11 = 0 1.61, −2.28
9 − x2 = 0 ±3
2x(x + 2) = x(x + 3) + 5
18 + w2 + 11w = 0 −2, −9
9y2 + y = 5 0.692, −0.803
2x2 + 3x = 2 1/2, −2
x2 + Rx − R2 = 0
27x = 3x2 − 5 −0.182, 9.18
6w2 + 13w + 6 = 0 −2/3, −3/2
5y2 = 125 ±5
1.26x − 11.8 = 1.13x
2.62z2 + 4.73z − 5.82 = 0 0.840, −2.65
25. 3.54, −2.64
27. 0.777, −2.49
Figure 12.14. FIGURE 12-14
5.12y2 + 8.76y − 9.89 = 0
3w2 + 2w − 2 = 0 0.549, −1.22
27.2 ...
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