Where does a rational number -13 lies on the number line?

The given number is -13.To find where the given number lies on a number line.We know that a negative number always lies to the left of 0.On converting the number to decimal.⇒-13=-0.333 <0Since, the given number is a negative number, it lies to the left of 0.Hence, -13 will lie to the left side of 0 on the number line. Therefore, option 1 is correct.

Where does a rational number -13 lies on the number line?

The given number is -13.To find where the given number lies on a number line.We know that a negative number always lies to the left of 0.On converting the number to decimal.⇒-13=-0.333 <0Since, the given number is a negative number, it lies to the left of 0.Hence, -13 will lie to the left side of 0 on the number line. Therefore, option 1 is correct.

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Where does a rational number $\frac{- 1}{3}$ lies on the number line?

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Lies to the left side of

0

on the number line

Lies to the right side of

0

on the number line

It is not possible to represent on the number line

Cannot be determined on which side the number lies

answer is A.

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Detailed Solution

The given number is

- \frac{1}{3}

.
To find where the given number lies on a number line.
We know that a negative number always lies to the left of 0.
On converting the number to decimal.