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Algebra 1 Chapter 11 Practice Test

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<strong>Algebra</strong> 1 <strong>Chapter</strong> <strong>11</strong> <strong>Practice</strong> <strong>Test</strong><br />

Replace the __?__ with , or = to make a true statement.<br />

1.<br />

17 15<br />

______<br />

23 19<br />

2. 197 2 ______ 33<br />

6 7<br />

Arrange each group of numbers in order from least to greatest.<br />

3.<br />

39 41<br />

5 2 <strong>11</strong> 12<br />

− , −4.7,<br />

− 4. , , ,<br />

8 9<br />

7 3 15 17<br />

Find the number halfway between the given numbers.<br />

5.<br />

27 31<br />

and 6.<br />

41 37<br />

2 1<br />

− 5 and9<br />

7 4<br />

Express each rational number as a terminating or repeating decimal.<br />

7. 4 9<br />

8.<br />

<strong>11</strong><br />

3 20<br />

9. 41<br />

55<br />

Express each rational number as a fraction in simplest form.<br />

10. 0.77 <strong>11</strong>. 0.6 12. 2.37<br />

Express both numbers as fractions. Then find their product.<br />

13. 2 0.63<br />

5 and 14. 2<br />

0.4 and<br />

3


Find the indicated square roots.<br />

15. 441 16. 2704 17. 10816<br />

18. 0.64 19. 0.0144 20.<br />

81<br />

225<br />

21.<br />

324<br />

1936<br />

22.<br />

320<br />

405<br />

Simplify.<br />

23. 63 24. 2 52 25. 5 175<br />

26. 192 27. 224<br />

Approximate to the nearest tenth by using a calculator.<br />

28. 720 29. 440 30. − 5400<br />

Simplify.<br />

31.<br />

2<br />

169m 32.<br />

4<br />

125x 33.<br />

−<br />

6<br />

36t


34.<br />

4 6<br />

324r s 35.<br />

x<br />

2<br />

+ 8x+ 16<br />

36.<br />

a<br />

2<br />

− 4a+<br />

4<br />

Find both roots of each equation to the nearest tenth.<br />

37.<br />

2<br />

a = 132<br />

38.<br />

2<br />

b − =<br />

208 0<br />

Refer to the right triangle shown at the right. Find the missing length to the nearest hundredth.<br />

39. a = 3, b = 4, c = ? 40. a = 5, b = 8, c = ? 41. a = 8, b = ?, c = 16<br />

State whether or not the three numbers given could represent the lengths of the sides of a right triangle.<br />

42. 21,28,35 43. 9,9,12 44. 45,60,75<br />

Simplify.<br />

45. 3⋅ 4 3<br />

46. 2 5⋅ 3 5<br />

47. 7⋅ 6⋅<br />

2<br />

48.<br />

7 45<br />

⋅ 49.<br />

5 14<br />

5 4<br />

12 20<br />

5 ⋅ 2<br />

50.<br />

6 7<br />

4 3


Simplify. Assume all variables represent positive real numbers.<br />

2<br />

51. ( 3 y)( − 5 xy)<br />

52. n( n )<br />

3 + 3<br />

Simplify.<br />

53. 9 3− 5 3<br />

54. 7 2+ 6 2<br />

55. 3 54 − 2 6<br />

56. −10 18 − 5 32<br />

57.<br />

8 −<br />

5<br />

6<br />

Simplify.<br />

58. ( 5− 3)( 5+ 3)<br />

59. ( 7+ 6)( 7 − 6)<br />

60. ( 4+<br />

2) 2<br />

61. ( 4 5− 6)( 2 7+<br />

7)<br />

Rationalize the denominator of each fraction.<br />

62.<br />

5<br />

3+<br />

7<br />

Solve.<br />

63. m = 7<br />

64.<br />

3<br />

6x = 65. a − 5=<br />

4<br />

2


x<br />

66. = 6<br />

67. n − 2 = 9<br />

68. 4 5t = 8<br />

3<br />

69. 3z + 2= 5<br />

70. 8 n = 24 5

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