This SAT Math Practice Test Quiz assesses a range of mathematical skills with questions on algebra, cost analysis, performance planning, geometry, and equation solving. It is designed to prepare learners for the SAT, enhancing problem-solving abilities and readiness for college-level mathematics.
21
24
25
29
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110
351
549
1756
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- sqrt(3)/2
-1/2
1/2
Sqrt(3)/2
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The total cost can be at most $155.
It takes the team 155 hours to paint the exterior.
Each additional hour of painting the exterior costs $155.
$155 is the base cost regardless of how many hours it takes to paint the exterior.
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0
1
2
3
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Y = 2/5 x + 2
Y= 2/5 x - 2
Y = -2/5 x + 2
Y = - 2/5x - 2
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(-4,10) and (3,3)
(4,2) and (-3,9)
(4,-3)
(-4,3)
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4^2(20 + k) - 7
4^2(20/k) - 7
20k * 4^2 - 7
(4^2 * 20)/k - 7
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1 cm
2.5 cm
5 cm
7 cm
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17
27
61
111
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16
40
8 + 16sqrt(2)
32 + 8sqrt(8)
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X^3 + 3x
X^3 - 3x
7x^3 - 3x
7x^3 + 3x
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It is linear because the length increases by the same factor every 10 minutes.
It is linear because the length increases by the same number of micrometers every 10 minutes.
It is exponential because the length increases by the same factor every 10 minutes.
It is exponential because the length increases by the same number of micrometers every 10 minutes.
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12x + 3 > or = 17
12x + 3 < or = to 17
12x + 3 > or = 27
12x + 3 < or = 27
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1
-1
I + 4
I - 4
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32 inches
42 inches
55 inches
60 inches
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3.5
5
7
9
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A can be any number
A can be any number except 0.8
A can be any number except -0.8
A = 0.8
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In the year 1997, the price for 1 gallon of gasoline reached its exact maximum value of $1.33.
In the year 1997, the price for 1 gallon of gasoline reached its exact minimum value of $1.33.
In approximately the year 1997, the price for 1 gallon of gasoline reached its approximate maximum value of $1.33.
In approximately the year 1997, the price for 1 gallon of gasoline reached its approximate minimum value of $1.33.
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Exactly 79% arrived within 15 minutes of their scheduled times.
Exactly 76% arrived within 15 minutes of their scheduled times.
Between 76% and 82% arrived within 15 minutes of their scheduled times.
Between 92% and 98% arrived within 15 minutes of their scheduled times.
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