How to convert 0.255555555555... into a fraction: x = 0.255555555555... 100x = 25.555555555555... 10x = 2.555555555555... 90x = 23 x = 23/90 How to convert 0.381111111111... into a fraction: x = 0.381111111111... 1000x = 381.111111111111... 100x = 38.111111111111... 900x = 343 x = 343/900
at 4:00 you didnt explain why we have to divide by 9 could you just add the rules why when youre doing something you cant expect everyone to just know dumb students like me are also desperate to find help like this and i dont remember the rules well
if you had the same question it undoes the multiplication done earlier in the equation if we kept the multiplication itd be wrong this is called the "Multiplicative Inverse" dividing both sides of an equation to isolate and solve for a variable for the correct answer
This doesn't seem to work for me, even though I only have one repeating digit in the decimal, if I make up a problem like 3.141555... Instead, I had to do the following: let x = 3.141555... then: 10^4(x) - 10*3(x) 10^4(x) = 31,415.555... 10*3(x) = 3,141.555... 10,000x - 1,000x = 28274 9,000x = 28,274 x = 28,274/9,000 therefore: x = 14,137/4,500 or 3.141555...
Amazing this helped me understand before right before we got into the subject.
Best method I have ever come acrossed.
Really helped for my test. Thanks
such a wonderful tuitor, very clear!!
Thank you for such a clear and concise explanation.
well explained. came for a refresher and i feel refreshed. :)
Thank you so much Teacher this really helped me🥺💗☺️
Thank you very much! Your explanations are clear and complete.
Thanks a lot sir, now help me with 3 repeating digits
I have a video for 3 repeating digits! The link is in the description!
Thank you so much
You are good at this❤
How to convert 0.255555555555... into a fraction:
x = 0.255555555555...
100x = 25.555555555555...
10x = 2.555555555555...
90x = 23
x = 23/90
How to convert 0.381111111111... into a fraction:
x = 0.381111111111...
1000x = 381.111111111111...
100x = 38.111111111111...
900x = 343
x = 343/900
This step is much more better. This is what i use.
This has helped me thanks very much 😊❣️
Well explained
Thank you 😊
Thank you sir it help me alot
Thank u very much teacher 🙏🙏
Omg thank you so much
Great tech
It's good
How to keep minus sign bro?
Step 3, you are supposed to x the equation by 100, then subtract equation 2 from 3.
Yes
at 4:00 you didnt explain why we have to divide by 9 could you just add the rules why when youre doing something you cant expect everyone to just know dumb students like me are also desperate to find help like this and i dont remember the rules well
if you had the same question it undoes the multiplication done earlier in the equation if we kept the multiplication itd be wrong this is called the "Multiplicative Inverse" dividing both sides of an equation to isolate and solve for a variable for the correct answer
Can you create a 3.7 example now ??
This doesn't seem to work for me, even though I only have one repeating digit in the decimal, if I make up a problem like 3.141555... Instead, I had to do the following:
let x = 3.141555...
then: 10^4(x) - 10*3(x)
10^4(x) = 31,415.555...
10*3(x) = 3,141.555...
10,000x - 1,000x = 28274
9,000x = 28,274
x = 28,274/9,000
therefore: x = 14,137/4,500 or 3.141555...
How old are you?
Thank you NINJA you are the best you have made it so easy for me 💯🔥💪
The tricks🫡
thank you so much