Which of the following points satisfies the inequality x ≥ -3? (Select all that apply.) (0, -2) (5, -5) (-3, 4) (-4, 2)

Question

Which of the following points satisfies the inequality x ≥ -3? (Select all that apply.) (0, -2) (5, -5) (-3, 4) (-4, 2)

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Jasmine 1 week 2021-11-23T17:14:16+00:00 2 Answers 0

Answers ( )

    0
    2021-11-23T17:16:01+00:00

    Answer:

    The correct answer is (0, -2) (5, -5) (-3, 4)

    Step-by-step explanation:

    The given inequality is x ≥ -3

    To find the correct answers

    1) (0, -2)

    x ≥ -3

    0 ≥ -3  TRUE

    2) (5, -5)

    x ≥ -3

    0 ≥ -3 TRUE

    3) (-3, 4)

    x ≥ -3

    0 ≥ -3 TRUE

    4) (-4, -2)

    x ≥ -3

    5 ≥ -3  FALSE

    Therefore the  correct answer is (0, -2) (5, -5) (-3, 4)

    0
    2021-11-23T17:16:02+00:00

    Answer:

    (0,-2)

    (5,-5)

    (-3,4)

    Step-by-step explanation:

    The given inequality is x\ge -3

    If any of this points is a solution, then it must satisfy the given inequality;

    We substitute the first point (0,-2) to obtain;

    0\ge -3. This is true. hence (0,-2) is a solution.

    We substitute the first point (5,-5) to obtain;

    5\ge -3. This is also true. Hence (5,-5) is a solution.

    We substitute the first point (-3,4) to obtain;

    -3\ge -3. This is also true. Hence (-3,4) is a solution.

    We substitute the first point (-4,2) to obtain;

    -4\ge -3. This is false. Hence (-4,2) is not a solution.

    The first three options are correct.

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