We can also graphically see that there are two real zeros between [latex]x=1[/latex]and [latex]x=4[/latex]. a) Both arms of this polynomial point in the same direction so it must have an even degree. a) Both arms of this polynomial point upward, similar to a quadratic polynomial, therefore the degree must be even. Which of the graphs belowrepresents a polynomial function? All factors are linear factors. A global maximum or global minimum is the output at the highest or lowest point of the function. The graph will bounce at this \(x\)-intercept. Given the function \(f(x)=0.2(x2)(x+1)(x5)\), determine the local behavior. The Intermediate Value Theorem states that for two numbers \(a\) and \(b\) in the domain of \(f\),if \(a
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