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1.
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Select the first step in the solution to the equation 5n + 2 = 37.
a. | Subtract 2 from both sides to isolate 5n. | b. | Add 2 to both sides
to isolate 5n. | c. | Divide both sides by 5 to isolate n +
2. | d. | Multiply both sides by 2 to isolate 5n. |
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2.
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Refer to question 1. Select the next step in the solution to the equation
5n + 2 = 37.
a. | Multiply both sides by 5 to isolate the n. | b. | Subtract 5 from both
sides to isolate the n. | c. | Divide both sides by 5 to isolate the
n. | d. | Add 5 to both sides to isolate the n. |
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3.
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Select the correct solution to the equation 5n + 2 = 37.
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4.
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Select the first step in the solution to the equation  . a. | Subtract 3 from both sides to isolate  . | b. | Add 3 to both sides
to isolate  . | c. | Divide both sides by
3 to isolate  . | d. | Multiply both sides
by 3 to isolate  . |
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5.
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Refer to question 4. Select the next step in the solution to the equation  . a. | Divide both sides by 4 to isolate m. | b. | Subract 4 from both
sides to isolate m. | c. | Add 4 to both sides to isolate
m. | d. | Multiply both sides by 4 to isolate m. |
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6.
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Select the correct solution to the equation  .
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7.
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Select the correct solution to the equation 8  3 y =
26.
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8.
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Select the correct solution to the equation -3(x + 5) = -36.
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9.
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The grad committee has raised $1420 over the school
year in fundraising activities. They are planning on using the money to pay for the grad dinner and
dance. The DJ costs $250 for the evening. The cost of the dinner is $15/person.
Write an equation
to represent the problem, where n represents the number of people who attend.
a. | n + 250 = 1420 | c. | 15n + 250 = 1420 | b. | 15n =
1420 | d. |  |
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10.
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Solve the equation from question 9 to determine the number of people the grad
committee can allow to attend the dinner and dance.
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