Question

convert decimal to fraction
.333= ?

Answer 1

333/1000

Answer 2

answer is 1/3 how??

Answer 3

well 1/3 is .333..... that is .3 recurring

Answer 4

Let x=0.3333.....
10x = 3.333.......

Subtracting 2 from 1
9x = 3
x = 1/3

Answer 5

0.333 is not the same as 0.333.....

Answer 6

That is supposed to be a recurring.

Answer 7

no amogh

Answer 8

What i mean is, the question is wrong, its 0.3333....

Answer 9

question is same and its here but wanted sm different view
http://www.mathsisfun.com/converting-decimals-fractions.html
see in last

Answer 10

Yes, they have first mentioned a non-recurring number, 0.333 = 333/1000 [it is stated, it cannot be further simplified]

And the second case is a recurring, 0.333....

Answer 11

yeah

Answer 12

so amog ur answer is correct it seems .. this approch?

Let x=0.3333.....
10x = 3.333.......

Subtracting 2 from 1
9x = 3
x = 1/3

Answer 13

amog's answer is correct for 0.333.... but .333 is different fraction

Answer 14

0.3333..... goes on forever its an infinite decimal. sometimes it is written as 0.3 with a dot above the 3, but I cant do that on my keyboard!

Answer 15

yup ....i got

Answer 16

good - no probs