vaishallychauhan
vaishallychauhan vaishallychauhan
  • 10-12-2016
  • Mathematics
contestada

Find The last two digit of 36^2015

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sqdancefan
sqdancefan sqdancefan
  • 21-08-2019

Answer:

  76

Step-by-step explanation:

The last two digits of powers of 36 repeat in a pattern of length 5:

  36^1 mod 100 = 36

  36^2 mod 100 = 96

  36^3 mod 100 = 56

  36^4 mod 100 = 16

  36^5 mod 100 = 76

  36^6 mod 100 = 36

The last two digits of the power 2015 are the same as those of the 5th power: 76.

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