big o - Algorithm analysis , Big O Notation Homework -

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Can anyone tell me how to solve this homework? (N + log n) 3 ^ n = o ((4 ^ n) / n) I think it is similar to solving this inequality: (n + log n) 3 ^ n and lt; You need to find the AC (as you mentioned in your problem), and you need to show that inequality is more for everyone than all Kashmiri.

By showing that you have c and k questions, you have proven to be a great force.

On the contrary, if you can not find such AC and Kashmir, it is because the function on the left is not actually to the upper limit from the function on the right side. This matter should not be here, though (and you will know that you are getting more intuitive understanding of uncompressive development / bounding, when you can actually explain why).


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