The distance between x and -25 is at least 18 Use absolute value and inequality notations to describe the following situations. You may use for absolute value sign; <= for ≤ and >= for ≥.e.g. you may use "|| > = 5" for " |x ≥ 5". The distance between x and 24 is no more than 9 I is at least 25 units from 0 11 is at most 24 units from 0 11

Q: 3. Consider the statement "it would be unusual if the proportion of test scores were above 0.64." a.…

A: The given statement is that it would be unusual if the proportion of test scores were above 0.64.

Q: The set {xRx-2≥0 or − 3x > 1} can be expressed in interval notation as:

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Q: V-7-x )-7-X

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Q: Solve. Write the solution set in interval notation. (Enter EMPTY or ∅ for the empty set.) 1/3 x 0

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Q: I have an inequality that needs to be expressed in interval notation. The inequality reads: "x : |3x…

A: Inequalities can be shown using set notation: {x : inequality } where x: indicates the variable…

Q: Fix the Mistake Aubrey says the DOMAIN of the relationship shown here is 0 <x<1, but that's not…

A: In the question, we have to find out the domain of the given curve.

Q: describe the domain and range of the following function in inequality notation

A: The domain is the set of all x-values.As we can see the function has a close dot at x=-6 and the…

Q: Write the expression  |x − 5| + |x − 7|  without the absolute value symbols if x is in the given…

A: Consider the given expression as According to definition of absolute value of function,

Q: Interpret the following absolute value as a distance on the number line. Evalute if possible. x-7 is…

A: To find |x-7| as a distance on a number line

Q: A 36-oz. Jug of orange juice may not contain exactly 36 oz. of juice. The possiblity of measurement.…

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Q: Solve and graph. Express answers in both inequality and interval notation.

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Q: (37) -4 < x<-1.5

A: Given : -4&lt;x≤-1.5

Q: When writing answers in interval notation for absolute value inequalities, never use a bracket on…

A: When writing answers in interval notation for absolute value inequalities, never use a bracket on…