Question

what is the maximum? (0,4) (3,1) none y = -1

Explanation:

Step1: Analyze the function's behavior

The function shown in the graph has no upper - bound. As \(t\) increases (towards the right - hand side of the \(t\) - axis) and as \(t\) approaches \(0\) from the left - hand side (negative \(t\) values), the function \(p(t)\) values keep increasing.

Step2: Check the given options

• For option \((0,4)\): The point \((0,4)\) is not on the graph (the graph has a vertical asymptote near \(t = 0\)).
• For option \((3,1)\): This is a local minimum (not a maximum).
• For option \(y=-1\): This is a local minimum value (not a maximum).

Since the function values can go to \(+\infty\) (the function is unbounded above), there is no maximum value. So the answer is "None".

Answer:

C. None