Represent the values of x in interval notation: x can be any real number between −9 and 1 or any real n

Question

Represent the values of
x
in interval notation:
x can be any real number between
−9 and 1 or any real number greater than or equal to 27
Please help me

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Mộc Miên 3 weeks 2022-12-22T07:49:52+00:00 1 Answer 0 views 0

Answer ( 1 )

    0
    2022-12-22T07:51:00+00:00
    The interval notation that represents the possible values of x is:
    (-9, 1) U [27, ∞)

    How to represent the given values of x in interval notation?

    First, we know that x can be any real value between -9 and 1, then we can represent it by the inequality:
    -9 < x < 1
    Or, writing this in interval notation we get:
    (-9, 1)
    Then we know that x can also be greater than or equal to 27, then:
    x ≥ 27
    Then this can be represented as:
    [27, ∞)
    Now we can write the union of the two intervals as:
    (-9, 1) U [27, ∞)
    The interval notation that represents the possible values of x is:
    (-9, 1) U [27, ∞)
    If you want to learn more about interval notation:
    #SPJ1

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