question_answer

Which one among the following statements is incorrect?

A)  If \[(n+1)\] is divisible by 3, then \[8+14n\] is also divisible by 3.

B)  If \[(3+n)\] and \[(36-m)\] both are divisible by 11, then \[(n+m)\] is not divisible by 11.

C)  The last digit of the number \[{{2}^{50}}\]is 4.

D)  The remainder of \[{{2}^{100}}\]when divided by 3 is 4.

E)  None of these