express 0.3 (there is a bar on 3) in the form of 1/2
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Answered by
4
let 0.333333 = x................(1)
multiply the (1) by 10
= 10x = 3.333333................(2)
= subtarct(1) from (2)
= 9x = 3
= x = 1/3.
multiply the (1) by 10
= 10x = 3.333333................(2)
= subtarct(1) from (2)
= 9x = 3
= x = 1/3.
Answered by
4
let X = 0.3 bar
X=0.333..... - Eq. 1
Multiply by 10
10x=3.333... - Eq. 2
Subtract Eq.1 from Eq.2
10x-X = 3.333-0.333
9x = 3
X = 3/9
X = 1/3 This is the answer
I don't think that 0.3 bar can be written in the form of 1/2
X=0.333..... - Eq. 1
Multiply by 10
10x=3.333... - Eq. 2
Subtract Eq.1 from Eq.2
10x-X = 3.333-0.333
9x = 3
X = 3/9
X = 1/3 This is the answer
I don't think that 0.3 bar can be written in the form of 1/2
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