Math 1 Review: Question Preview (ID: 30622)


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Which expression is equivalent to t^2 + 36? (t^2 = t to the second power)
a) (t - 6) (t - 6) b) (t + 6) (t - 6) c) (t - 12) (t - 3) d) (t - 12) (t + 3)
What is the minimum of y=4x^2-8x+7? (4x^2 = 4 times x to the second power)
a) (1, 3) b) (3, 1) c) (-1, -3) d) (-3, -1)
The function f(t)=-5t^2 + 20t + 60 models the approximate height of an object t seconds after it is launched. How many seconds does it take the object to hit the ground?
a) 4 b) 5 c) 6 d) 7
Suppose the function f(x) = 2x + 12 represents the cost to rent x movies a month from an internet movie club. Sarah now has $10. How many more dollars does Sarah need to rent 7 movies next month?
a) 12 b) 6 c) 10 d) 16
Solve for m in the equation E = mc^2
a) m = E - c^2 b) m = Ec^2 c) m = c^2/E d) m = E/c^2
Suppose the equation V = 20.8x^2 - 458.3x + 3500 represents the value of a car from 1964 to 2002. What year did the care have the least value? (x = 0 in 1964)
a) 1965 b) 1970 c) 1975 d) 1980
Cell phone Company Y charges a $10 start-up fee plus $0.10 per minute, x. Cell phone Company Z charges $0.20 per minute, x, with no start up fee. Which function represents the difference in the cost between Company Y and Company Z?
a) f(x) = -0.10x - 10 b) f(x) = -0.10x + 10 c) f(x) = 10x - 0.10 d) f(x) = 10x + 0.10
Solve the system. y=5x + 5 and y=15x - 1
a) (8, 3/5) b) (-3/5, 8) c) (3/5, 8) d) (-3/5, -8)
Find the solution to the system. y=3/2x and 6x - 4y=1
a) No Solution b) Infinite Solutions c) (3/2, 1) d) (0, 0)
Suppose a video store charges nonmember $4 to rent each video. A store membership costs $21 and members pay only $2.50 to rent each video. For what number of videos is the cost the same?
a) 11 b) 12 c) 13 d) 14
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