Question

express in the Form Of p/q if 0.3333​

Answer 1

Let, x=0.3333333...........=0.

3

ˉ

.....(i)

Multiplying on both sides by '10' we get,

10x=3.333333...........=3.

3

ˉ

.........(ii)

Subtract (i) from (ii) we get,

9x=3.0000000........=3

x=

9

3

=

3

1

I.e., 0.33333........=0.

3

ˉ

=

3

1

Which is in the form of

q

p

. Where p and q are integers.

Answer 2

Answer:

The p/q form of 0.3333 will be 3332.6667/9999

Step-by-step explanation:

Let us consider, x = 0.3333

Multiply both the terms by 10000

10000x = 3333

10000x - x = 3333 - 0.3333

9999x = 3332.6667

x = 3332.6667 / 9999