Consider the statement |x - 6| < 1.5. a. What is the meaning of this statement? Select all that

Step 1:** The meaning of the statement "6 < 1.5" is that all values of x whose distance from 6 i

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Consider the statement |x - 6| < 1.5. a. What is the meaning of this statement? Select all that apply. All values of x whose distance from 6 is less than 1.5. All values of x whose distance from 1.5 is greater than 6. All values of x whose distance from 6 is greater than 1.5. All values of x whose distance from 1.5 is less than 6. b. On the number line below, represent all values of x that make this statement true. c. Rewrite this statement as an inequality without using absolute value.

          Consider the statement |x - 6| < 1.5. a. What is the meaning of this statement? Select all that apply. All values of x whose distance from 6 is less than 1.5. All values of x whose distance from 1.5 is greater than 6. All values of x whose distance from 6 is greater than 1.5. All values of x whose distance from 1.5 is less than 6. b. On the number line below, represent all values of x that make this statement true. c. Rewrite this statement as an inequality without using absolute value.

Consider the statement |x - 6| < 1.5. a. What is the meaning of this statement? Select all that apply. All values of x whose distance from 6 is less than 1.5. All values of x whose distance from 1.5 is greater than 6. All values of x whose distance from 6 is greater than 1.5. All values of x whose distance from 1.5 is less than 6. b. On the number line below, represent all values of x that make this statement true. c. Rewrite this statement as an inequality without using absolute value.

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