Express 0.13333......in the form of p/q?
SpandanDas1:
Answer is 4/33
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Answered by
4
hii!!
here's ur answer...
we have to write 0.13333... in the form of p/q
let x = 0.13333... ---------(1)
multiplying both sides by 10 since one number is repeating.
10 * x = 10 * 0.13333...
10x = 1.3333... ---------(2)
subract equation (1) from equation (2)
10x - x = 1.3333... - 0.13333...
9x = 1.2
x = 1.2/9
hence, 0.13333... in the form of p/q = 1.2/9
hope this helps..!!
here's ur answer...
we have to write 0.13333... in the form of p/q
let x = 0.13333... ---------(1)
multiplying both sides by 10 since one number is repeating.
10 * x = 10 * 0.13333...
10x = 1.3333... ---------(2)
subract equation (1) from equation (2)
10x - x = 1.3333... - 0.13333...
9x = 1.2
x = 1.2/9
hence, 0.13333... in the form of p/q = 1.2/9
hope this helps..!!
Answered by
1
Heya____!!!!
Here's your answer____=>=>=>
Refer to the attached file____^^^
The answer is x = 2 / 15____☆▪☆
Hope it will help you____##
Thanks____^_^
Here's your answer____=>=>=>
Refer to the attached file____^^^
The answer is x = 2 / 15____☆▪☆
Hope it will help you____##
Thanks____^_^
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