Question

find 18 rational number between -5/23and 17/23​

Answer 1

Step-by-step explanation:

7/23

8/23

9/23

11/23

12/23

13/23

14/23

15/23

16/23

Answer 2

$\frac{-4}{23}, \frac{-3}{23}, \frac{-2}{23},\frac{-1}{23}, 0 , \frac{1}{23}, \frac{2}{23},\frac{3}{23}, \frac{4}{23}, \frac{5}{23}, \frac{6}{23}, \frac{7}{23},\frac{8}{23}, \frac{9}{23} , \frac{10}{23}, \frac{11}{23},\frac{13}{23}, \frac{14}{23}$

Step-by-step explanation:

to find the rational number between $\frac{-5}{23}$ and $\frac{17}{23}$

since ,

The denominator is same , we don't need to make the denominator same

now , in a number line number increases from negative to positive i.e from left to right

here the minimum numerator is -5 and maximum numerator is 17

then

The rational number between $\frac{-5}{23}$ and $\frac{17}{23}$ is

$\frac{-4}{23}, \frac{-3}{23}, \frac{-2}{23},\frac{-1}{23}, 0 , \frac{1}{23}, \frac{2}{23},\frac{3}{23}, \frac{4}{23}, \frac{5}{23}, \frac{6}{23}, \frac{7}{23},\frac{8}{23}, \frac{9}{23} , \frac{10}{23}, \frac{11}{23},\frac{13}{23}, \frac{14}{23}$'

The answer may vary

#Learn more :

If a number is increaseby 23and the sum is multiplied by 7,the product is 364.Find the number.​

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