Question

На какою цифру оканчивается 2013^6

Answer 1

(На цифру 6)))))))))))

Answer 2

2013 raised to the power of 6 can be calculated as follows: 2013^6.

To determine the last digit of the result, we can look at the last digit of the base number, 2013, and the pattern of the last digits of its powers.

The last digit of 2013 is 3. Let's examine the pattern of the last digits of powers of 3:

- 3^1 = 3 - 3^2 = 9 - 3^3 = 27 - 3^4 = 81 - 3^5 = 243 - 3^6 = 729

From this pattern, we can see that the last digit of 3^6 is 9. Therefore, the last digit of 2013^6 is also 9.

So, 2013 raised to the power of 6 ends with the digit 9.