Question

MEDAL AND FAN

Answer 1

If I may help?

Answer 2

plz!

Answer 3

Thanks.

Answer 4

As the rest of the number we want to convert (0.132132132) is less than 1, therefore we seek for a fraction that is also less than 1, which is not A nor D

ok?

Answer 5

ok

Answer 6

then we examine B and C

Are you allowed to use calculator?

Answer 7

sadly I cant mines not working and its very laggy online

Answer 8

allowed or you can't as the cal is not working?

Answer 9

not allowed and not working

Answer 10

Oh I see now

Answer 11

@563blackghost
If you could help, I would be grateful!

Answer 12

We see that the number `132` repeats in the decimal so lets slide the decimal point to the right 3 times which would make it `8132.132..`Now we have `8132.132 and `8.132132..` Now we need to simplify in order to do this we would label `8.132... as x` in which would have to multiply by 1000 (due to 8.132` to equal `8132.132....` so we have the equation...

\(\huge\bf{1000x=8132.132132}\)

Now `x = 8.132132`.
So we have....

\(\huge\bf{1000x=8132.13}\)
`\(\huge\bf{-x = 8.132132}\)

Which equals...

\(\huge\bf{999x = 8124}\)

Now divide.

\(\huge\bf{x= \frac{8124}{999}}\)

This is your answer :)

Answer 13

Wait we need to change the improper fraction into a mixed number so we know that the whole number is 8 but we need to fractional part of it so we see that if we divide the decimal we of course get `.132132` so that would mean `132` is our remainder so the mixed number is...

\(\huge\bf{8 \frac{132}{999}}\)

Answer 14

I believe that answers it :)

Answer 15

thank you! I did not realize it involved improper fractions so I think I got it!

Answer 16

Oh your welcome ;)

Answer 17

I don't know how to thank you.
How grateful am I to you!

Allah blesses you, @563blackghost

Answer 18

@563blackghost
Please can you clarify how to convert into mixed fraction form improper fraction?

Answer 19

How to convert mixed form to improper form? @3mar

And thank you :)

Answer 20

How to convert improper form to mixed form!
Thanks in advance.

Answer 21

It entirely depends upon the fraction, let's use \(\Large\bf{\frac{8764}{3}}\) as an example.

We first need to identify on how the decimal is so we would entirely divide the fraction to find the decimal.

\(\huge\bf{\frac{8764}{3} = 2921.33333}\)

We see that we have `.33333` so with knowledge of familar decimals and fractions we know that `.33333 = 1/3` so the fraction is `1/3`. We are alreadt given that `2921` is the whole number so we now can set this up.

\(\huge\bf{2921 \frac{1}{3}}\)