Your answer "b" is CORRECT.UrbanXrisis said:the question is http://home.earthlink.net/~urban-xrisis/clip_image002.jpg
what is the difference between a local max/min and a relative max/min?
is the correct answer b?
Local max/min refers to the highest or lowest point in a specific region or area, while relative max/min refers to the highest or lowest point in the entire data set.
Local max/min can be identified by looking at the points where the slope of the graph changes from positive to negative or negative to positive. These points are also known as critical points.
Comparing local and relative max/min can help us understand the behavior of a function or data set as a whole. It can also provide insight into the overall trend and patterns present in the data.
If a function has no local max/min, it means that the function is either constantly increasing or decreasing in a specific region or has a constant slope. This can also indicate that the function has a global max/min at the end points of the data set.
Yes, a function can have multiple local and relative max/min. This can happen when the function has multiple regions where the slope changes from positive to negative or negative to positive, or when it has multiple peaks or valleys in the data set.