Answer:
The first terms of this sequence should be:
f(1) = 65536
f(2) = 256
f(3) = 16
f(4) = 4
f(5) = 2
Explanation:
It is required to show the first tems of the sequence defined by the rule:

In this sense, it is required to calculate f(n-1) in order to calculate f(n).
First term f(1) = 65536 is given in the problem. So, we can calcualte the other terms by replacing in the recursive formulation for this sequence as follows:

So we have that f(4) = 4.
Finally the term 5. f(5)

Finally, we can conclude that The first terms of this sequence should be:
f(1) = 65536
f(2) = 256
f(3) = 16
f(4) = 4
f(5) = 2
Somos. It means we are so it'll be. We aren't excited
The answer could be "no escribo" I do not write...
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Hope this helped :)
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