Which of the following best describes the type of extrema in the graph? (1 point) Responses There is one relative maximum and one relative minimum. There is one relative maximum and one relative minimum. There is one relative maximum and one relative minimum, and one absolute minimum. There is one relative maximum and one relative minimum, and one absolute minimum. There is one absolute maximum and one relative minimum. There is one absolute maximum and one relative minimum. Skip to navigation page 2 of 2
Without the graph or any other information, it is not possible to determine the type of extrema present in the graph.
To determine the type of extrema in a graph, you need to analyze the shape and behavior of the graph itself.
In this case, the given answer choices are repeated, so it is not possible to tell the correct option based on the provided information.
To determine the extrema in a graph, you need to look for the highest and lowest points on the graph. A relative maximum occurs when a function has a local peak but may not be the highest point overall. A relative minimum, on the other hand, is a local valley but may not be the lowest point on the graph.
An absolute maximum, on the other hand, is the highest point on the graph overall, while an absolute minimum is the lowest point.
To identify the extrema, you can visually inspect the graph and look for points where the slope changes from positive to negative (indicating a relative maximum) or from negative to positive (indicating a relative minimum). Additionally, you can find the highest and lowest points on the graph to identify the absolute maximum and minimum.
It is important to note that without access to the graph, we cannot accurately determine the correct answer choice.