2^n>n for every natural number n
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Answered by
1
Yes, 2^n>n is true for every natural value of n
let take some example
n=1; 2¹=2>1
n=4; 2⁴=16>4
n=22; 2²²=4194304>22
so, it is clear from these examples that 2^n>n is true for every natural value of n
let take some example
n=1; 2¹=2>1
n=4; 2⁴=16>4
n=22; 2²²=4194304>22
so, it is clear from these examples that 2^n>n is true for every natural value of n
Answered by
1
Hi friend,
Let's prove it by taking examples,
Take=1,2,3,4......
2ⁿ>n
n=1=2¹=2>1
n=2=2²=4>2
n=3=2³=8>3
n=4=2⁴=16>4
So,for every natural number,n
It is clear that 2ⁿ>n
Hope it helps
Let's prove it by taking examples,
Take=1,2,3,4......
2ⁿ>n
n=1=2¹=2>1
n=2=2²=4>2
n=3=2³=8>3
n=4=2⁴=16>4
So,for every natural number,n
It is clear that 2ⁿ>n
Hope it helps
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