Math, asked by Anonymous, 1 year ago

change 0.356( bar on 6) into p/q form (by long method)

Answers

Answered by sanaaa
12
let x = 0.35666...
100x  = 35.666...
1000x = 356.666...
1000x - 100x = 356.666 - 35.666
900x = 321
x = 321/900   
therefore, 0.356 (bar on 6) = 321/900
Answered by dhathri123
7
heya!!!

let x=0.3566666666........------(1)

periodicity is 1

multiply with 10 on both sides

→10x=3.566666......--------(2)

now,(1)-(2)gives

9x=3.21

x=3.21/9=321/900

I hope this will help u :)

Anonymous: https://brainly.in/question/1206700
Anonymous: this one also Plz :P
dhathri123: mention the question bcoz i use app
Anonymous: its to write abt the division algorithm and give its example
dhathri123: ohk
Anonymous: I also use app, should i send u its link inbox?
dhathri123: no
Anonymous: ok
dhathri123: is it correct
dhathri123: wht i answered
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