|
a. 9 |
||
|
b. -9 |
||
|
c. 15 |
||
|
d. -15 |
|
a. 17.5 meters |
||
|
b. -17.5 meters |
||
|
c. 62.5 meters |
||
|
d. -62.5 meters |
|
a. $17.91 |
||
|
b. $17.51 |
||
|
c. $20.45 |
||
|
d. $23.69 |
|
a. $526.75 |
||
|
b. $571.09 |
||
|
c. $501.33 |
||
|
d. $596.51 |
|
a. 0.18 |
||
|
b. 0.46 |
||
|
c. 0.046 |
||
|
d. 0.018 |
|
a. 92⁰ |
||
|
b. -92⁰ |
||
|
c. 98⁰ |
||
|
d. -98⁰ |
|
a. $30 |
||
|
b. $28.80 |
||
|
c. $28 |
||
|
d. $21.20 |
|
a. $12.60 |
||
|
b. $126 |
||
|
c. $1,260 |
||
|
d. $12,600 |
|
a. -6.82 |
||
|
b. -12.12 |
||
|
c. -13.12 |
||
|
d. 19.32 |
|
a. - |
||
|
b. |
||
|
c. - |
||
|
d. |
|
a. - |
||
|
b. - |
||
|
c. - |
||
|
d. - |
|
a. $111.00 |
||
|
b. $109.20 |
||
|
c. $99.00 |
||
|
d. $46.80 |
|
a. 45%, 0.5, |
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|
b. 80%, |
||
|
c. |
||
|
d. |
|
a. $24.44 |
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|
b. $26.06 |
||
|
c. $26.60 |
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|
d. $27.56 |
|
a. 0.125, |
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|
b. 12.5, |
||
|
c. 0.125, |
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|
d. 12.5, |
|
a. $130,000(0.3) |
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|
b. $130,000(0.03) |
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|
c. $130,000 ÷ 0.3 |
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|
d. $130,000 ÷ 0.03 |
|
a. $12.50 per hour, which is the amount that the painter was paid each hour |
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|
b. 12.50 hours, which is the amount of time spent on the job each day |
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|
c. $8 per hour, which is the amount that the painter was paid each hour |
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|
d. 8 hours, which is the amount of time spent on the job each day |
|
a. y = 8x |
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|
b. y = |
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|
c. y = x + 8 |
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|
d. y = x - 8 |
|
a. |
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|
b. |
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|
c. |
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|
d. |
|
a. 5 feet |
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|
b. 10 feet |
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|
c. 20 feet |
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|
d. 30 feet |
|
a. Shape 1 and Shape 2 |
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|
b. Shape 2 and Shape 4 |
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|
c. Shape 2 and Shape 3 |
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|
d. Shape 1 and Shape 3 |
|
a. 15x = 4*6 |
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|
b. 30x = 8*12 |
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|
c. 2x = 3*30 |
||
|
d. 12x = 8*30 |
|
a. |
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|
b. |
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|
c. |
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|
d. |
|
a. 2.5. |
||
|
b. 4.5. |
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|
c. 7.5. |
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|
d. 37.5. |
|
a. w = |
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|
b. b = 3w |
||
|
c. b = |
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|
d. b = |
|
a. 150 miles |
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|
b. 120 miles |
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|
c. 75 miles |
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|
d. 65 miles |
|
a. 0.5 |
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|
b. 2.5 |
||
|
c. 3.5 |
||
|
d. 4 |
|
a. 3 : 2, 3 to 2, |
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|
b. 2 to 5, |
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|
c. 3 : 5, 3 to 5, |
||
|
d. 2 to 3, 2 x 3, |
|
a. y = 3x |
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|
b. y = |
||
|
c. x = 3y |
||
|
d. x = y + 3 |
|
a. |
||
|
b. 10 to 15 |
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|
c. 9 : 6 |
||
|
d. 90 to 60 |
|
a. |
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|
b. |
||
|
c. |
||
|
d. |
|
a. Five apples for $3.00 |
||
|
b. Four apples for $2.60 |
||
|
c. Ten apples for $6.60 |
||
|
d. Twenty apples for $12.40 |
|
a. 10x + 38 > 100 |
||
|
b. 10x + 38 < 100 |
||
|
c. 38x + 10 > 100 |
||
|
d. 38x + 10 < 100 |
|
a. x + 0.11x |
||
|
b. 0.11x |
||
|
c. x * 0.11x |
||
|
d. x + 0.11 |
|
a. x + 0.04 |
||
|
b. 0.04x |
||
|
c. x + 0.04x |
||
|
d. x – 0.04x |
|
a. 2x + 9 = -19 |
||
|
b. 3x – 7 = -22 |
||
|
c. -2x – 3 = -13 |
||
|
d. -4x + 2 = 18 |
|
a. $0.25 + $5 |
||
|
b. $0.25x + $5 |
||
|
c. $5x + $0.25 |
||
|
d. ($5 + $0.25) x |
|
a. 40x + 120 = 320 |
||
|
b. 120x + 40 = 320 |
||
|
c. (120 – 40)x = 320 |
||
|
d. (120 + 40)x = 320 |
|
a. 26x – 5 |
||
|
b. 19x – 5 |
||
|
c. 26x – 41 |
||
|
d. 19x – 41 |
|
a. x |
||
|
b. x |
||
|
c. x |
||
|
d. x |
|
a. add 3 to both sides of the equation. |
||
|
b. subtract 3 from both sides of the equation. |
||
|
c. divide both sides of the equation by -8. |
||
|
d. add 8 to both sides of the equation. |
|
a. -24 |
||
|
b. -12 |
||
|
c. 3 |
||
|
d. -3 |
|
a. A |
||
|
b. B |
||
|
c. C |
||
|
d. D |
|
a. 4 less than the product of 3 and x |
||
|
b. 4 minus the quotient of 3 and x |
||
|
c. 4 reduced by the difference of 3 and x |
||
|
d. 4 diminished by the product of 3 and x |
|
a. 7(xy) |
||
|
b. (7 + x)(7 + y) |
||
|
c. 7+ xy |
||
|
d. 7x + 7y |
|
a. 3xy |
||
|
b. 5x + 8y |
||
|
c. -5x + 8y |
||
|
d. -5x2 + 8y2 |
|
a. 5x + 3y - 9 |
||
|
b. 5x + 4y + 1 |
||
|
c. 6x – 5y - 1 |
||
|
d. 3x – 2y + 5 |
|
a. -4 |
||
|
b. 4 |
||
|
c. -6 |
||
|
d. 6 |
|
a. 30π ft2 |
||
|
b. 225π ft2 |
||
|
c. 900π ft2 |
||
|
d. 3,000π ft2 |
|
a. 38 in2 |
||
|
b. 27.44 in2 |
||
|
c. 33.14 in2 |
||
|
d. 36.86 in2 |
|
a. 40 feet |
||
|
b. 16 feet |
||
|
c. 10 feet |
||
|
d. 8 feet |
|
a. Cut the sides in half |
||
|
b. Cut the sides in quarters |
||
|
c. Cut the sides in eighths |
||
|
d. Double the sides |
|
a. 432 in2 |
||
|
b. 456 in2 |
||
|
c. 480 in2 |
||
|
d. 528 in2 |
|
a. 24 cm3 |
||
|
b. 358 cm3 |
||
|
c. 420 cm3 |
||
|
d. 1257 cm3 |
|
a. 162° |
||
|
b. 72° |
||
|
c. 62° |
||
|
d. 18° |
|
a. 5 cm, 6 cm, 9 cm |
||
|
b. 3 cm, 8 cm, 14 cm |
||
|
c. 3 cm, 3 cm, 14 cm |
||
|
d. 1 cm, 10 cm, 12 cm |
|
a. Adjacent angles |
||
|
b. Supplementary angles |
||
|
c. Complementary angles |
||
|
d. Vertical angles |
|
a. 8 inches |
||
|
b. 16 inches |
||
|
c. 24 inches |
||
|
d. 80 inches |
|
a. 4 cm3 |
||
|
b. 16 cm3 |
||
|
c. 64 cm3 |
||
|
d. 256 cm3 |
|
a. 50π m |
||
|
b. 100π m |
||
|
c. 200π m |
||
|
d. 2500π m |
|
a. The area is also doubled. |
||
|
b. The area is cut in half. |
||
|
c. The area is quadrupled. |
||
|
d. The area is cut in fourths. |
|
a. 43 + x = 98 |
||
|
b. 43 + 98 + x = 180 |
||
|
c. x = 43 |
||
|
d. 43 + 98 + x = 360 |
|
a. Trapezoid with only two right angles |
||
|
b. Parallelogram with obtuse and acute angles |
||
|
c. Trapezoid with three right angles |
||
|
d. Rhombus with obtuse and acute angles |
|
a. A |
||
|
b. B |
||
|
c. C |
||
|
d. D |
|
a. Number cube |
||
|
b. Spinner |
||
|
c. Deck of cards |
||
|
d. Coin |
|
a. Mean = 80.5, median 80 |
||
|
b. Mean = 80.5, median = 81.5 |
||
|
c. Mean = 81.5, median = 80.5 |
||
|
d. Mean = 81.5, median = 83 |
|
a. Enoch was expecting to get a number greater than 4 only about 50% of the time and instead he rolled a number greater than 4 70% of the time. |
||
|
b. Enoch was expecting to get a number greater than 4 only about 25% of the time and instead he rolled a number greater than 4 70% of the time. |
||
|
c. Enoch was expecting to get a number greater than 4 only about 33% of the time and instead he rolled a number greater than 4 70% of the time. |
||
|
d. Enoch was expecting to get a number greater than 4 only about 17% of the time and instead he rolled a number greater than 4 70% of the time. |
|
a. |
||
|
b. |
||
|
c. |
||
|
d. |
|
a. 2 |
||
|
b. 8 |
||
|
c. 12 |
||
|
d. 36 |
|
a. The number cube will land on an odd number about 45 times. |
||
|
b. The number cube will land on an odd number exactly 45 times. |
||
|
c. The number cube will land on a number larger than 4 about 15 times. |
||
|
d. The number cube will land on a number larger than 4 exactly 15 times. |
|
a. 86% |
||
|
b. 45% |
||
|
c. 5% |
||
|
d. 0.45% |
|
a. 35 students |
||
|
b. 420 students |
||
|
c. 600 students |
||
|
d. 840 students |
|
a. Use a coin. Heads is right-handed, tails is left-handed. |
||
|
b. Use a spinner with four colors. Red represents right-handed. Yellow, blue, and green are left-handed. |
||
|
c. Use a number cube. Even numbers represent right-handed and odd numbers represent left-handed. |
||
|
d. Use a number cube. Landing on 1 represents left-handed. Landing on 2 - 6 represents-right handed. |
|
a. Sarah’s team has a smaller mean but a larger MAD. |
||
|
b. Sarah’s team has a smaller mean and a smaller MAD. |
||
|
c. Sarah’s team has a larger mean but a smaller MAD. |
||
|
d. Sarah’s team has a larger mean and a larger MAD. |
|
a. |
||
|
b. |
||
|
c. |
||
|
d. |
|
a. The summer season has a smaller range and a smaller interquartile range than the spring season. |
||
|
b. The spring has a larger interquartile range; however, the summer has a larger range. |
||
|
c. The summer has a smaller MAD and a smaller range than the spring season. |
||
|
d. The spring has a larger interquartile range and a larger MAD than the summer season. |
|
a. {1, 2, 3, 4, 5, 6} |
||
|
b. {1, 2, 3} |
||
|
c. {3, 3, 9, 9, 9, 17} |
||
|
d. {3, 9, 17} |
|
a. 5 + 4 + 3 = 12 |
||
|
b. 5 x 4 x 3 = 60 |
||
|
c. (5 + 4) x 3 = 27 |
||
|
d. (5 x 4) + (5 x 3) = 35 |
|
a. Mean |
||
|
b. Median |
||
|
c. Measure of center |
||
|
d. Measure of variability |
|
a. Tossing eight coins |
||
|
b. Tossing three coins |
||
|
c. Tossing a coin eight times |
||
|
d. Tossing a coin three times |