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41. Simplify .<br />
a.<br />
−<br />
b.<br />
−<br />
c. –<br />
d.<br />
−<br />
42. Simplify .<br />
a.<br />
b.<br />
c.<br />
d.<br />
43. Simplify the expression .<br />
a. 29<br />
b. 9<br />
c. 13<br />
d. 10<br />
44. Multiply.<br />
a.<br />
b.<br />
c.<br />
d.<br />
45. Multiply.<br />
a.<br />
b.<br />
c.<br />
d.<br />
46. Factor by grouping.<br />
a.<br />
b.<br />
c.<br />
d.<br />
47. Factor .<br />
a.<br />
b.<br />
c.<br />
d.<br />
48. Determine whether is a difference of two<br />
squares. If so, factor it. If not, explain why.<br />
a.<br />
b.<br />
c.<br />
d. Not a difference of squares because –49n 4 is<br />
not a perfect square.<br />
49. Factor completely.<br />
a.<br />
b.<br />
c.<br />
d.<br />
50. Solve the quadratic equation by<br />
factoring.<br />
a. –4 and 2<br />
b. 4 and 2<br />
c. –4 and –2<br />
d. 4 and –2<br />
51. Solve 64x 2 – 121 = 0 by using square roots.<br />
a. ± 11<br />
8<br />
b. ± 64<br />
121<br />
c. No solution<br />
d. ± 8 11<br />
52. Solve by completing the square.<br />
a. The solution is –5.<br />
b. There is no solution.<br />
c. The solutions are –1 and 5.<br />
d. The solutions are –1 and –5.<br />
53. Solve by using the Quadratic Formula.<br />
a. x = 9 or x = −1<br />
b. x = 1 or x = −9<br />
c. x = 54 or x = −46<br />
d. x = 18 or x = −2