Arithmetic Sequences — Unit test Answers

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1
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Raj tried to solve the system below. Raj’s Work What error did Raj make?

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R
Raj forgot to multiply the value of x by 9 when solving for the value of y.
R
Raj subtracted 120 from both sides when he solved for the value of x.
R
Raj forgot the negative sign when substituting –15 + 9x for y.
R
Raj found the value of –y instead of y.
2
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What is one solution of the following system?

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A
(–6, 0)
B
(–2, 4)
C
(0, –6)
D
(4, –2)
7

The equations –a – 7b = 14 and –4a – 14b = 28 represent a system of linear equations. Which statement correctly explains how to eliminate the variable b when solving the system of equations?

M
Multiply the first equation by –2 and add it to the second equation. Then solve the resulting equation, –2a = 0.
M
Multiply the first equation by 2 and add it to the second equation. Then solve the resulting equation, –2a = 0.
D
Divide the second equation by –4 and add it to the first equation.
D
Divide the second equation by 4 and add it to the first equation.
8

Which statement describes the system of equations?

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T
The system has infinitely many solutions.
T
The system has no solution.
T
The system has one solution .
Option T
T
The system has one solution .
Option T
12

In a geometric sequence, and . What is the 12th term?

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A
5,616
B
354,294
C
14,350,365
D
234,812,358

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