Twice the fun

Algebra Level 4

\[P(k)=2^k~\forall~0\leq k\leq 2015~\land~k\in\Bbb{Z}\]

Consider a polynomial \(P(x)\) of degree \(2015\) which satisfies the condition above.

Let \(s=\log_2\bigg(P(2016)\bigg)\).

Then, which of the given options best describes the value of \(s\)?

×

Problem Loading...

Note Loading...

Set Loading...