# Drawing GRAPH is boring!!!!

Algebra Level 4

Let the number of real negative roots the polynomial $$f(x)$$ have be $$\large{Y}$$. Find $$\large{Y}+100$$

$$f(x)$$ $$=$$ $$2x^{4}-x^{3}+4x^{2}-5x+200$$

Please don't use $$WOLFRAM$$ $$ALPHA$$.

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