What is 0.33333 this in fraction form?

Answer 1

0.33333 . If this is a terminal decimal then as a fraction it is 33333/100000

However, if it is a repeating decimal to infinity, then it should be written as 0.33333... ( Notice the dots after the last number; this indicates it is a repeating to infinity decimal.)

To converto a fraction.

Let P = 0.33333....

Then

10P = 3.33333...

Subtract

9P = 3. 0 = 3 ( Notice the repeating decimal digits subtract to zero).

Hence

9P = 3

P = 3/9

Cancel down by '3'

P = 1/3 ( The answer).

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Answer 2

If you mean the exact decimal 0.33333 then it is 33333/100000

If you mean the recurring decimal 0.33333... (that is the 3 repeats forever) then it is 1/3