Question

The fraction below is greater than 2/3 and less then 3/4
find it's numerator ​

Answer 1

To find the numerator of the fraction that is greater than
`\displaystyle\sf (2)/(3)` and less than
`\displaystyle\sf (3)/(4)`, we can take the average of these two fractions.

The average of
`\displaystyle\sf (2)/(3)` and
`\displaystyle\sf (3)/(4)` can be found by adding the numerators and dividing by 2 for the numerator, and adding the denominators and dividing by 2 for the denominator:

Numerator:
`\displaystyle\sf (2+3)/(2)=2.5`

Therefore, the numerator of the fraction that satisfies the condition is 2.5.