Question: Let f be a polynomial that is strictly negative ( meaning f ( x ) 0 for every real number x ) . Let g

Let f be a polynomial that is strictly negative (meaning f(x)0 for every real number x). Let g be a function with domain R whose graph is given as follows:
Consider the function
h(x)=f(x100)|g(x)|(x2-3)
Complete the following items and justify your answers.
(a) Determine the domain of h.
(b) Determine the intervals for which h is positive and negative.
Let f be a polynomial that is strictly negative (

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