What is the maximum for the graphed function on the interval {-1,3}
1.5
2
3.5
4
Without knowing the specific graphed function, it is impossible to determine the exact maximum on the interval [-1,3].
To find the maximum for a graphed function on a given interval, you need to identify the highest point on the graph within that interval.
In the case of the interval {-1, 3}, you will first need to examine the graph to determine the highest point within this interval. Look for the peak or the highest point on the graph between the x-values -1 and 3.
Based on the provided answer choices, we can see that 1.5, 2, 3.5, and 4 are the options. To determine which one is the maximum, you need to carefully analyze the highest point on the graph.
Unfortunately, without seeing the actual graph or knowing the equation for the function, it is impossible to determine the exact coordinates of the highest point on the graph. Therefore, it is not possible to accurately identify which of the provided answer choices is the maximum.
To find the maximum for a graphed function on a given interval, you need to examine the graph and identify the highest point within that interval.
To find the maximum of a graphed function on a specific interval, you need to identify the highest point on that interval.
Since we're given the interval {-1,3}, we want to find the maximum of the function within this interval.
To do this, we can examine the graph of the function or use calculus to find the highest point.
Without a specific function or graph provided, it is not possible to determine the maximum value.