Multiple Choice
Identify the
choice that best completes the statement or answers the question.
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Solve the equation by graphing. If exact roots cannot be found, state the
consecutive integers between which the roots are located.
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1.
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a. |  The solution set is {–1, 3}. | c. |  The
solution set is {–1, 3}. | b. |  The solution set is {–1,
–4}. | d. | 
The
solution set is {–3, 1}. |
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2.
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a. |  The solution set is {–1, 0}. | c. |  The
solution set is {0, 1}. | b. |  The solution set is {–0.5,
0.5}. | d. |  The
solution set is {0, 1}. |
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3.
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a. |  One solution is between –3 and 0, while the
other solution is between –4 and –1. | c. |  One solution is
between –3 and –1, while the other solution is between 0 and
–4. | b. |  One solution is between 3 and 4, while the other
solution is between 0 and 1. | d. |  One solution is between –3 and –4,
while the other solution is between 0 and –1. |
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4.
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–2  + 8  0 a. |  One solution is between 3 and –1, while the
other solution is between 4 and –2. | c. |  One solution is
between 3 and –2, while the other solution is between –1 and 4. | b. |  One
solution is between –1 and –2, while the other solution is between 3 and
4. | d. |  One
solution is between –3 and –4, while the other solution is between 1 and
2. |
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