How to Convert Recurring Decimals to Fractions (Proportions Part 6/6) #18
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- Опубліковано 20 тра 2020
- This video covers how to convert recurring decimals to fractions.This concept is quite tricky so feel free to watch it a couple of times.
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Amadeus & Tom
Hm
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Hm
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How is this difficult? the way you explained it made it so simple
Ya you 'r right
Better tutorial
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its still confusing but he still made things easier to understand ig
screw the 10 people who disliked😤! he made it so simple and understandable! this helped alot.. thanks man ur a GOAT
Glad you enjoyed the video even if others didn't 👍
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Good luck peeps for tmr
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Glad to hear it 😁
I just found this channel at the right moment, I'm recently in 9th class and figured you make science and maths educational content for 9th grade, i think God wanted me to find this channel as i wanted a channel to keep studying in my summer vacations to be 1 step ahead of my class
Me too
I love Math Genie, but their video of Recurring decimals to fractions got me confused
This video is great! Thanks!
Perfectly explained yet again, thank you
Bro thank you so much, I have my maths yearly in 6 hrs and I was revising indices and I came across this video and it explained it so well, thank you.
Best of luck Srijan! 🤞
Oh
This guy is actually underrated! The way he explain the things is awesome!
I really like this video! it helps me alot with my homework!! Thank you soooo muchhhh
fr
Thanks for the teaching
The best UA-cam mathematician
Great video!!!
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thanks this helped alot i forgot how to do this but now it makes full sense
THIS WAS GREAT! THANK YOU SO MUCH!!!
Really great explanation
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This is interesting , thank you for simplifying
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@notsomeone special i hope it went well was it hard
Maths exam tomorrow god bless this man👏
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Bro, i was stuck at a problem like this from 3 days now thanks to you i know how to solve
amazing your video really help you talked about what I needed thanks
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tysm this helped me a lot
thanks this was really helpful
Hey Cognito, are there GCSE maths videos for higher or foundation
I think higher
:)
It depends on the curriculum just check the spec you are doing,
I am doing edexcel IGcse maths a higher tier so these are basically irrelevant because the book has more random stuff in it and even calculus whilst gcse and IGcse Cambridge are normal
Thank u so much,God bless u
wow thanks! its so easy now
Thanks a bunch!
IM GONNA CRY I FINALLY UNDERSTOOD IT JAJAJJAJA
thx this really help alot
very good i find this very easy
How about if the left side of the decimal point has number instead of zero , how do you convert into fraction ????
thanks boss
I felt so stupid before this video and now I'm a genius
Thanks alot it got clear now.
will you please solve 9.019 to fraction where dots on 1 & 9
yk what im subscribing bro this vid is excellent
Very good!!
In the first step, how come you get 23.3 (recurring) when you multiply 2.3 by 10. Shouldn't you get 23? I will appreciate if you explain that bit.
Recruiting just means the number goes on forever, so the space after the decimal point will always have a three no matter how much you multiply it
It isnt 2.3, it is 2.33333333333333 and so on. The dot represents the number going on until infinity
ur my favourite man ever
Very helpful 👍👍👍
4:23 wont 100r be 23.23 instead of 23.3?
Not in this case, because it’s only the 3 that is recurring, not both the 2 and 3!
@@Cognitoedu shouldnt the recurring sighn be on the first three on the the 23.3 since it moved up ?
@@abdulrahmanakinade2879 the recurring symbol should only be placed on decimals. Since the first 3 is a whole number, the next 3 will have the recurring symbol.
0:23 - 0:42 the number is 0.473473473... and so on "A dot above the first and last digits that recurr"
why can't there be dots on top of all those three numbers? Why just the first and last? They're all recurring right? How am I supposed to know 0.4' 7 3' is 0.473 *473473* instead of 0.473 *4343* ? Only 4 and 3 were dotted so I'm a bit confused. Again many thanks!! 🙏🙏
You only put dots above the first and last digits which recur, because that's how things have historically been done in maths. The idea behind that is to show where the recurring sequence begins and ends... and if you recognise that the dots represent the beginning and end of a sequence, it can be taken as a given that every digit in-between the ones with dots above them are also part of that sequence. This can also save time, since if you have to write a long sequence of recurring digits, you would need to write alot of dots as well using your proposed method, whereas the standard practice allows you to show where the sequence begins and ends with just two dots. No will stop you putting dots above all the recurring digits if you want, but you could lose marks in an exam for that, since that's not the standard practice. If you're having trouble making sense of it, just think of the two dots as 'bookends' to the recurring sequence.
You are the best! **********
Thx so much
Thank you legend
Gud vid
good way to find answer
Oh thank you my dyspraxic ass could not understand this
Thanks 😊 🙏
Here's a easier process
. .
0.474 as fraction
We will the the full no. Then the no. That do not have recurring we will subtract from that no. Underneath that for each recurring one 9 will come
I.E. -->
474-0
_______
999
Ans 474/999
Thanks, guys. This really helped.
LIFE SAVER TYY
WOW!! PERFECT...
What is the question says express 0.6 recurring as a fraction of
How did you know you had to put 473 next to 999r?
Because that's the value he got when he subtracted the bigger r value with the smaller one
Real g so got it easy now after
ily bro
not sure how your meant to know what number comes after when multiplying each time. for example: how do you know that 4.734 x10 makes 47.347
calculator 💀
THANK YOUU
How funny, your last example was my question.
thanks
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the best video that i've seen on this topic. thank you!
in the last video u should if you want to convert a fraction into a recurring decimal it has to be over 9, 99, 999
so just use that logic, example: 0.951=951/999 😅😅😅
Sir, in 0.473, 7 is also repeating, so why didn't you put the dot above 7 ? you only put the dot above 4 and 3, why ?
Because the dot notation only should come at the first and last digit
So easy 😁
If i got the second answer as 23 over 99 is it still right
can anyone explain how dividing 21 by 90 does not actually do anything different to the 21
تسلم
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Why is it that the denominator always only have 9 digits
I didn’t understand the last equation why 100 and 10 ?
Can't we just divided ?
ily
1:30hours idk anything 6:19minutes Ik the whole thing
wow
To the KES gents writing Tmr
Why don't you add a dot above the second number?
It’s been 2 months but basically you only put dots above the first and last digits that recur. Think of it like this, when there is more than 1 dot above the numbers think of them like brackets; everything inside them will reoccur. Eg
. .
0.24687 will recur like 0.246872468724687…….and so on
@@_everlark_ done my GCSEs now but thanks 🫡
ninety ahh, ten ahh, ahh ahh ahh😂❤
10 ✨️uhh✨️
i amm sooo confused like howwwwwww
Am i the only one who still doesnt understand 🥲
The way he explained it made me understand it so much better
Slow learner
@@OratileLekgoko BIT-
Definitely not
I could try to help-