Question

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Answer 1

Question :

Write two rationals between $\sf{\dfrac{-2}{3}\: and \dfrac{-1}{3}}$

Answer :

We will follow up the given steps to find the solution :

• Check if the numbers have same denominators i.e . if they are like fractions.

• If not take LCM and convert into like fractions.

• If they already are same ; multiply both the fractions with a same number with both numerators and denominators.

• List down all the numbers found.

Following the steps we find out that the denominators are already same so we need to multiply each by a common number.

$\sf{\dfrac{-2 \times 10}{3 \times 10} = \dfrac{-20}{30}}$

$\sf{\dfrac{-1}{30} = \dfrac{-10}{30}}$

Now we just need to list down any numbers between $\sf{\dfrac{-10}{30}\: and \dfrac{-20}{30}}$

= $\sf{\dfrac{-11}{30} , \dfrac{-12}{30} , \dfrac{-19}{30}}$