Answer:
answer : 6
Explanation:
first we convert repeating decimal into a fraction
convert 2.3333 into a fraction
Let x = 2.3333
10x = 23.3333
Now subtract the first equation
10x = 23.3333
x = 2.333
--------------------
9x = 21
Divide both sides by 9
So

So 2.33 = 7/3
3 2/3 becomes 11/3


divide both sides by 3
So answer is 6