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The general formula for the distance between two numbers x and y on the number line is |x-y|. Plugging 42 and 95 in for x and y, we get |42-95|=|-53|=53. Notice that it doesn't matter which order we plug the numbers in: if we plugged 95 in for x and 42 for y, we'd get |95-42|=|53|=53. So either way we do it, the distance is 53.

Q: What is the distance between 42 and 95 on a number line?

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No because 11/42 is a rational number

75% = ¾. 42 is ¾ of 56.

The number is 55. 55 - 13 = 42.

If you have a number x, then twice that number is 2*x and so the expression means 42 - 2*x

There are different ways to write the answer: n+n+8 = 42 or 2n + 8 = 42

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The distance between two points specified as number pairs is the hypotenuse of a right triangle formed by the horizontal line joining the two values of x and a vertical line joining the two values of y, For the stated pairs, these lines have length |(-2 - 3)| = 5 and |(-2 - 2)| = 4, respectively. From the Pythagorean theorem, the distance is then: sq rt (52 + 42) = sq rt 41 = about 6.4 units.

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Halfway between 42 and 82 is (42 + 82) ÷ 2 = 124 ÷ 2 = 62.