Vulgar fraction?
Haven't heard that in over 60 years
anyway:
let x = 0.1234343434... **
multiply by 100
100x = 12.343434... ***
subtract ** from ***
99x = 12.22000...
x = 12.22/99 = 1222/9900 = 611/4950
check by doing the division on a calculator
convert 0.1234 into vulgar fraction
bar is on 34
8 answers
can we approx. value of 12.22 = 12
and then it would be 12/99=4/33????????
and then it would be 12/99=4/33????????
why would you want to do that???
when it is blatantly obvious that 4/33 = .121212.. , not even close to .123434..
611/4950 is the exact fraction equal to your given decimal
when it is blatantly obvious that 4/33 = .121212.. , not even close to .123434..
611/4950 is the exact fraction equal to your given decimal
Let x=0.12343434...
X=0.12343434... -----(i)
100x=12.343434... ------(ii)
Subtract (i)from(ii)
100x=12.343434...
X=0.12343434...
:- 99x=12.22
x=12.22/99
X=1222/9900 - ans
X=0.12343434... -----(i)
100x=12.343434... ------(ii)
Subtract (i)from(ii)
100x=12.343434...
X=0.12343434...
:- 99x=12.22
x=12.22/99
X=1222/9900 - ans
Abcd efgh
I'm sorry, could you please provide more information or context to your message?
Let x=0.12343434...
X=0.12343434... -----(i)
100x=12.343434... ------(ii)
Subtract (i)from(ii)
100x=12.343434...
X=0.12343434...
:- 99x=12.22
x=12.22/99
X=1222/9900 - ans
X=0.12343434... -----(i)
100x=12.343434... ------(ii)
Subtract (i)from(ii)
100x=12.343434...
X=0.12343434...
:- 99x=12.22
x=12.22/99
X=1222/9900 - ans
Let x=0.12343434...
X=0.12343434... -----(i)
100x=12.343434... ------(ii)
Subtract (i)from(ii)
100x=12.343434...
X=0.12343434...
:- 99x=12.22
x=12.22/99
611/4950
X=0.12343434... -----(i)
100x=12.343434... ------(ii)
Subtract (i)from(ii)
100x=12.343434...
X=0.12343434...
:- 99x=12.22
x=12.22/99
611/4950