Question

Which of the following rational numbers lie between -4/5 and -2/3 ?

Answer 1

Answer:

Always b happy and keep smiling

Answer 2

Answer:

Step-by-step explanation:

Concept:

The term "rational number" refers to any number that can be stated as a fraction, as well as a positive, negative, or zero. If q is not equal to zero, it can be expressed as p/q.

The word "rational" is derived from the word "ratio," which is a fraction and really refers to a comparison of two or more values or integer numbers. It is the ratio of two integers, to put it simply.

Given:

The rational numbers are $-4/5$ and $-2/3$

Find:

We have to find the rational numbers lie between $-4/5$ and $-2/3$

Solution:

Given that the rational numbers are $-4/5$ and $-2/3$

$\frac{-4\times 3}{5\times 3} =\frac{-12}{15} \\\frac{-2\times5}{3\times 5} =\frac{-10}{15}$

$-12/15$ and $-10/15$

$\frac{-12\times 6}{15\times 6}=\frac{-72}{90} \\\frac{-10\times 6}{15\times 6} =\frac{-60}{90}$

Rational numbers lie between $-4/5$ and$-2/3$ is $-71/90,-70/90,-69/90,-68/90,-67/90,-66/90,-65/90,\\-64/90,-63/90,-62/90,-61/90$

Hence the rational numbers lie between $-4/5$ and $-2/3$ is $-71/90,-70/90,-69/90,-68/90,-67/90,-66/90,-65/90,\\-64/90,-63/90,-62/90,-61/90$

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