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## HMMT 2015 Algebra #1 본문

HMMT/2015

### HMMT 2015 Algebra #1

수악중독 2015. 3. 14. 19:30
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Let $$Q$$ be a polynomial $Q(x)=a_0 +a_1 x + \cdots + a_n x^n,$ where $$a_0, \; \cdots,\; a_n$$ are nonnegative integers. Given that $$Q(1)=4$$ and $$Q(5)=152$$, find $$Q(6)$$.

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