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By-divising-an-integer-a-by-integer-b-we-find-the-result-0-285714285714-followed-by-a-group-of-6-digits-285714-which-is-repeated-indefinited-determinate-the-fraction-a-b-




Question Number 122649 by mathocean1 last updated on 18/Nov/20
By divising an integer a by   integer b we find the result:  0.285714285714... followed  by a group of 6 digits: 285714  which is repeated indefinited.  determinate the fraction (a/b)
Bydivisinganintegerabyintegerbwefindtheresult:0.285714285714followedbyagroupof6digits:285714whichisrepeatedindefinited.determinatethefractionab
Commented by mr W last updated on 18/Nov/20
0.285714...=x  285714+x=100000x  285714=999999x  x=((285714)/(999999))=(2/7)=(a/b)
0.285714=x285714+x=100000x285714=999999xx=285714999999=27=ab
Commented by mathocean1 last updated on 18/Nov/20
thank you very much sir
thankyouverymuchsir
Answered by liberty last updated on 19/Nov/20
let p = 0.285714285714...  ⇒1000000p=285714.285714...  subtract (2) by(1)  999999p=285714 ⇒p=((285714)/(999999))=(2/7)
letp=0.2857142857141000000p=285714.285714subtract(2)by(1)999999p=285714p=285714999999=27

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