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| Question 1 | |
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| The sum of a number x and 59 is less than 45. Write this as an inequality. | |
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| A. | x + 59 > 45 | B. | x + 45 < 59 | |
| C. | x + 59 < 45 | D. | x + 59 ≤ 45 | |
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| Question 2 | |
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| 66 subtracted from a number y is greater than or equal to 95. Write this as an inequality. | |
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| A. | 66 ≥ 95 − y | B. | y ≥ 95 − 66 | |
| C. | 66 − y ≥ 95 | D. | y − 66 ≥ 95 | |
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| Question 3 | |
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| Simplify
15 > y + 3 + 9 | |
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| A. | y < 3 | B. | y > 3 | |
| C. | 3 < y | D. | y ≤ 3 | |
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| Question 4 | |
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| Simplify
α − 76 ≤ 33 + 9 | |
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| A. | α > 118 | B. | α < 118 | |
| C. | α ≥ 118 | D. | α ≤ 118 | |
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| Question 5 | |
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| If x = y + 14, which of the following is correct? | |
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| A. | x < y | B. | x > y | |
| C. | x = y | D. | x ≠ 14 | |
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| Question 6 | |
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| If α − β = 0, which of the following is correct? | |
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| A. | α = β | B. | α ≠ β | |
| C. | α = 0 | D. | β = 0 | |
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| Question 7 | |
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| If 2α − 4β = 4, which of the following is NOT correct? | |
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| A. | α > β | B. | 2α > 4β | |
| C. | α = 2β | D. | β < α | |
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| Question 8 | |
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| If 2α + 4β = 14, which of the following is NOT possible? | |
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| A. | α and β both are positive | B. | α is positive and β is negative | |
| C. | α is negative and β is positive | D. | α and β both are negative | |
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| Question 9 | |
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| Which is a possible solution for the following inequality?
4 + x < 9 | |
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| A. | 6 | B. | 3 | |
| C. | 9 | D. | 12 | |
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| Question 10 | |
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| Which is a possible solution for the following inequality?
16 + x < 17 | |
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| A. | 16 | B. | 17 | |
| C. | − 1 | D. | 1 | |
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