This assessment covers the following state
indicators: 7.3.2, A1.2.1, A1.2.2, A1.2.4, A1.2.6, A1.3.2, A1.4.1, A1.4.2, A1.4.4, A1.5.3, and
A1.5.6
Multiple Choice
Identify the
choice that best completes the statement or answers the question.
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Solve the system of equations.
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1
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x + y = –4
4x – y = –11
A | (–2, –2) | B | (–1, –3) | C | (1, 4) | D | (–3,
–1) |
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2
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 Use the
graph above.
a. Which plant was the tallest at the beginning?
b. Which plant had
the greatest rate of change over the 6 weeks?
A | plant 1; plant 2 | C | plant
3; plant 1 | B | plant 2; plant 2 | D | plant 1; plant
3 |
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Write and solve an equation.
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3
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The sum of two even integers is 58. What are they?
Use the variable n for the value of the smaller integer.
A |  ; 28, 30 | C |  ; 28, 30 | B |  ; 28, 30 | D |  ; 28,
29 |
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4
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A jar containing only nickels and dimes contains a total of 60 coins. The value
of all the coins in the jar is $4.45. Solve by elimination to find the amount of nickels and dimes
that are in the jar.
A | 30 nickels and 32 dimes | C | 31 nickels and 29 dimes | B | 29 nickels and 31
dimes | D | 30 nickels and 28
dimes |
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Match the equation with its
graph.
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5
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8x – 6y = –48
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Solve the inequality.
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6
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7
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Graph  by using the x- and
y-intercepts.
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Find the slope of the line.
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8
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Find the slope of the line through the pair of
points.
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9
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N(–8, 7), P(8, 1)
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10
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Tom has a collection of 30 CDs and Nita has a
collection of 12 CDs. Tom is adding 2 CDs a month to his collection while Nita is adding 4 CDs a
month to her collection. Which linear system below can be used to find the number of months after
which they will have the same number of CDs. Let x represent the number of months and y
the number of CDs.
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Solve the equation.
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11
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12
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13
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The formula for converting degrees Celsius ( C) to degrees Fahrenheit
( F) is  . Solve the formula for degrees Celsius
( C). Then find the temperature in degrees Celsius ( C) when the temperature in degrees
Fahrenheit ( F) is 68.
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Solve and graph the inequality.
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14
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A | x < 2
 | C | x > 2
 | B | x < –3
 | D | x > –3
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15
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Which graph is the most appropriate to describe a quantity decreasing at a
steady rate?
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Is the relationship shown by the data linear? If
so, model the data with an equation.
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16
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A | The relationship is linear; y – 5 =  (x +
9). | B | The relationship is linear; y – 5 =  (x +
9). | C | The relationship is not linear. | D | The relationship is linear; y + 9 =  (x – 5). |
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17
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What is the solution of the system of
equations?
y = 3x + 3
y = 5x – 9
A | (1.5, 7.5) | B | (3, 6) | C | (21,
6) | D | (6, 21) |
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18
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The sale price of ground beef at a local grocery
store is $1.49 for the first pound and $1.09 for each additional pound. Write a function rule to show
how the cost y of ground beef depends on the number of pounds x.
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Write the slope-intercept form of the equation
for the line.
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19
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A | y = x  1 | C | y =  x
 1 | B | y = 2x  1 | D | y =
2x  1 |
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20
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Solve the equation for a. 
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Solve the equation.
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21
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Solve the inequality. Then graph your
solution.
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22
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