Question

find 4 rational numbers between 1/2 and 1/3
with steps too please
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Answer 1

Answer:

Hi GM

1. 0.6

2. 0.7

3. 0.8

4. 0.81

Have a nice day

Answer 2

$\huge\red{\boxed{\orange{\mathcal{\overbrace{\underbrace{\fcolorbox{red}{cyan}{\underline{\red{❥answer࿐}}}}}}}}}$must be non-zero integers (well, at least b , since dividing by zero is indeterminate) for it to be a rational number. Another way to say this is that a rational number is a number that can be written out as either a terminating decimal or a repeating decimal. Something like π or e or 2–√ written out never ends, but unlike a repeating decimal (for example, 13 ), it never repeats itself. Therefore, it cannot be written out as a fraction either.

There are infinitely many rational numbers between 12 (or 0.5 ) and 13 (or 0.3¯ ), since you can use as many decimal places as you would like to. Here are some examples:

0.50=12

0.49=49100

0.48=1225

0.47=47100

0.46=2350

0.45=920

(I just wanted to point out that writing a decimal as a fraction like this is called “rationalisation,” for obvious reasons.)

Of course, you can increase the number of decimal places and get more rational numbers. Take 0.47 as an example:

0.47=47100

0.407=4071000

0.4007=400710000

0.40007=40007100000

You get the point. And we can continue this forever.