Which rational numbers do point A and point B represent

on the number line given below? Roughly plot the multiplicative inverse of B on the given number line. Does it lie to the left or to the right of A?

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Solution

A = $\frac{1}{3}$ , B = $\frac{- 4}{3}$

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Q. Which rational numbers do points A and B represent on the given number line?

Which rational numbers do point A and point B represent in the below given number line?
(Assume that any two divisions between two integers in the given number line are equal.)

Q. Which rational numbers do points A and B represent in the given number line? (Assume that any two divisions between two integers in the given number line are equal.)

Using the given number line , points A and B represent the Rational numbers :

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Which rational numbers do point A and point B represent on the number line given below? Roughly plot the multiplicative inverse of B on the given number line. Does it lie to the left or to the right of A?

A = 13, B = −43

Which rational numbers do point A and point B represent

on the number line given below? Roughly plot the multiplicative inverse of B on the given number line. Does it lie to the left or to the right of A?

A = $\frac{1}{3}$ , B = $\frac{- 4}{3}$