4444^4444 is divided by 9. Find remainder?
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Answer:
Such type of questions can be solved by observing a pattern.
Remainder when (4444)1 is divided by 9 = 7
Remainder when (4444)2 is divided by 9 = 4
Remainder when (4444)3 is divided by 9 = 1
Remainder when (4444)4 is divided by 9 = 7
This can be generalized as follows:
Remainder when (4444)k is divided by 9 = x
The repeating pattern is 7-4-1-7-4-1
So, for k = 4444, remainder is 7.
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