Recurring dreams with floor function?

\[\Large f(n)= \left \lfloor 2^{n+\frac{3}{2}} \right \rfloor - 2 \left \lfloor 2^{n+\frac{1}{2}} \right \rfloor\]

The above function is defined on the natural numbers. Which of the following describes the periodicity of the function?

  • A. Eventually periodic with period in \([1,10^3)\).
  • B. Eventually periodic with period in \([10^3,10^6)\).
  • C. Eventually periodic with period in \([10^6,\infty)\).
  • D. Not eventually periodic.

If you liked this problem, you might want to see also a related problem..
×

Problem Loading...

Note Loading...

Set Loading...