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The polynomial of degree 4, ` P(x)` has a root of multiplicity 2 at ` x=1 ` and roots of multiplicity 1 at `x=0` and `x=-3`. The graph passes through the point `(4, 504)`.

Find a formula for ` P(x) `.

 `P(x) =`  

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   x  x  √  n√  |   | (   ) π ∞ DNE
   x  √  (   ) π ∞ DNE
( ) ( ] [ ) [ ] —∞ ∞ ∪ DNE
< > ≤ ≥ or All Real Numbers DNE
log logn ln n√  | | e 
sin cos tan arcsin arccos arctan ⟨ ⟩
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