To identify: the function graph as linear and non-linear. Then estimate and interpret the intercepts of the graph, any symmetry, where the function is positive, negative, increasing and decreasing, x-coordinate of relative extrema and end behavior of the graph.
Explanation of Solution
Given information:
A figure is given as follows-
The given graph is non-linear because this is a curve and not a straight line.
Since, the given graph function passes through origin, so it does not form any intercepts with x-axis and y-axis.
The given graph function is always positive because it lie between positive axes of xy plane.
According to the given figure as time passes number of gadgets sold increases. So it is an increasing function.
There is no any symmetry and relative extrema.
The end behavior of graph is that if values on x-axis is further increases then values on y-axis will also increase.
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