express 0.54 recurring decimals as fraction in their lowest term ?
Answers
Answered by
9
x=0.544444444... (1)
multiple by 10 both sides
10x=5.44444444. (2)
subtract 2-1
9x=5.4444...-0.44444...
9x=5
x=5/9 ans.
multiple by 10 both sides
10x=5.44444444. (2)
subtract 2-1
9x=5.4444...-0.44444...
9x=5
x=5/9 ans.
Answered by
10
hello@
here is u r answer@
================================================
let y = 0.54 -- = 0.54 ...
on multiplying both sides by 10, we get
10 y = 5.4444... eq (1).
on multiplying .(eq 1 ) by 10 we get
100y = 54.444....
on subtracting eq 1 from eq 2 , we get.
90y = 49
=> 49 / 90
============================================
I hope help u.
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here is u r answer@
================================================
let y = 0.54 -- = 0.54 ...
on multiplying both sides by 10, we get
10 y = 5.4444... eq (1).
on multiplying .(eq 1 ) by 10 we get
100y = 54.444....
on subtracting eq 1 from eq 2 , we get.
90y = 49
=> 49 / 90
============================================
I hope help u.
be brainly.
mark me as brainlist.
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