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15
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5) Determine which equations represent a linear function. Select all that apply.
A, C, E
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trap
No points!
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gift
Win 20 points!
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fairy
Take points!
5
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15
20
25
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baam
Lose 15 points!
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15
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12) Conside the table below. Determine the value of k that defines the transformation from F(x) to G(x)
k = 4
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15
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11a) Describe the end behavior of the function. As x approaches POSITIVE INFINITY, y approaches ____________________
Negative infinity
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15
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9) A drive in movie theater uses the function D(x) = 5x + 6. The rate of change is ______________ cost per person.
$5
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11b) Describe the end behavior of the function. As x approaches NEGATIVE INFINITY, y approaches ____________________
Negative infinity
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15
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2) When is the function increasing?
x > -2
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1a) What is the domain
-1 < x < 4
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10) Describe the transformation from the graph of f(x) to the graph of g(x). f(x) = x, g(x) = f(x) - 10
graph shifted 10 units down
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15
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1b) What is the range?
-3 < y < 2
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baam
Lose 15 points!
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gold
Win 50 points!
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shark
Other team loses 20 points!
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banana
Go to last place!
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baam
Lose 10 points!
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seesaw
Swap points!
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gift
Win 15 points!
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thief
Give points!
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25
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thief
Give points!
5
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20
25
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gold
Win 50 points!
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gift
Win 5 points!
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banana
Go to last place!
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15
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3) Choose the right graph of the function and interpret the slope and y-intercept of the graph.
C. The slope represents $5 per hour. y-int $10. Graph B
A. The slope represents $5 per hour. y-int $10. Graph A
D. The slope represents $10 per hour. y-int $5. Graph A
B. The slope represents $10 per hour. y-int $5. Graph B
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15
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6) Evaluate f(x) = 4x - 12, when x = -9
-48
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15
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4) You receive bids for making T-shirts for your class fundraiser from four companies. Select the least expensive cost for 30 shirts.
C. Company from Equation
D. Company from Graph
A. Company from Table
B. Company from the verbal description
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