1. What is the digit in the unit’s place of $$2^{51}$$?
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By: anil on 05 May 2019 02.31 am
The last digit of powers of 2 follow a pattern as given below. The last digit of $$2^1$$ is 2
The last digit of $$2^2$$ is 4
The last digit of $$2^3$$ is 8
The last digit of $$2^4$$ is 6 The last digit of $$2^5$$ is 2
The last digit of $$2^6$$ is 4
The last digit of $$2^7$$ is 8
The last digit of $$2^8$$ is 6 Hence, the last digit of $$2^{51}$$ is 8
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The last digit of $$2^2$$ is 4
The last digit of $$2^3$$ is 8
The last digit of $$2^4$$ is 6 The last digit of $$2^5$$ is 2
The last digit of $$2^6$$ is 4
The last digit of $$2^7$$ is 8
The last digit of $$2^8$$ is 6 Hence, the last digit of $$2^{51}$$ is 8