App Logo

No.1 PSC Learning App

1M+ Downloads

Find the last two digits of  3328833^{288}

A41

B39

C31

D61

Answer:

A. 41

Read Explanation:

3328833^{288} = (334)72(33^4)^{72}

 


Related Questions:

For a positive integer b > 1, if the product of two numbers 6344 and 42b8 is divisible by 12, then find the least value of b.
How many even factors do 150 has?
5 , 8 , 17 , 44 ... എന്ന ശ്രേണിയുടെ അടുത്ത പദം എത്ര ?
If the digit 1 is placed after a two digit number whose ten's digit is x and units digit is y then the new number is :
25 നു മുമ്പ് എത്ര അഭാജ്യ സംഖ്യകളുണ്ട് ?