PROBLEM SOLVING
A company's profit in thousands of pesos is determined by the number of branches x it operates
\begin{gathered}z \\ p(x) = - x(x - 0)(x - 30)\end{gathered}zp(x)=−x(x−0)(x−30)
a. Classify it's degree.
b. Evaluate the polynomial function for x=5. interpret your answet in the context pf the situation.
c. The company decided to just maintain at most 30 branches. what is the restricted domain?
A company's profit in thousands of pesos is determined by the number of branches x it operates
\begin{gathered}z \\ p(x) = - x(x - 0)(x - 30)\end{gathered}zp(x)=−x(x−0)(x−30)
a. Classify it's degree.
b. Evaluate the polynomial function for x=5. interpret your answet in the context pf the situation.
c. The company decided to just maintain at most 30 branches. what is the restricted domain?
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