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0.3333 as a terminating fraction is

0.3333/ 1.0000 = 3333/10000

However, I think you mean 0.3333 as a recurring to infinity decimal. In which case it should be written as ' 0.3333..... ' Note the three or more dots/full stops after the last digit. This indicates to mathematicians that the decimal recurs to infinity ( goes on for ever).

To convert 0.3333.... to a fraction.

Let P = 0.3333....

10P = 3.3333.....

Subtract

9P = 3. 0 ( Note the recurring decimals subtract to 'zero'.

9P = 3

P = 3/9

Cancel down by '3'

P = 1/3

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lenpollock

Lvl 17
1w ago

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