Express 0.588(bar on 588) in the form of p/q..best answer will be marked as brainliest
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Answered by
8
First step
Let X = 0.588bar ............. Eq 1
1000X = 588.(588) bar ........... Eq 2
Now Eq 2 - Eq 1
that is 1000x - X = 588.588 - 0.588
999x = 588
X = 588/999
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Let X = 0.588bar ............. Eq 1
1000X = 588.(588) bar ........... Eq 2
Now Eq 2 - Eq 1
that is 1000x - X = 588.588 - 0.588
999x = 588
X = 588/999
HOPE IT WILL HELP YOU
PLEASE DON'T FORGOT TO MARK ME AS BRAINLIEST
Answered by
3
HEY FRIEND I AM HERE TO ANSWER YOUR
QUESTION...
$$$$$$$$$$$$$$$$$$$$$$$$$$$$$
IT IS VERY SIMPLE
LET THE NUMBER BE 0.588588588...
THE REPEATING PART IS 588.
consider X = 0.588(whole bar)
X = 0.588+0.000588+0.000000588+........
= (588/1000)+(588/(1000)^2)+ (588/(1000)^3)+.......
=(588/1000)(1+ (1/1000)+ (1/(1000)^2) + ....)
= (588/1000) (1/(1-(1/1000)))
= (588/1000)*(1000/999)
= 588/999
= 196/333
QUESTION...
$$$$$$$$$$$$$$$$$$$$$$$$$$$$$
IT IS VERY SIMPLE
LET THE NUMBER BE 0.588588588...
THE REPEATING PART IS 588.
consider X = 0.588(whole bar)
X = 0.588+0.000588+0.000000588+........
= (588/1000)+(588/(1000)^2)+ (588/(1000)^3)+.......
=(588/1000)(1+ (1/1000)+ (1/(1000)^2) + ....)
= (588/1000) (1/(1-(1/1000)))
= (588/1000)*(1000/999)
= 588/999
= 196/333
pornimv:
please make it as brainliest
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