Without seeing the specific graph, I can't comment on its contents. However, surprises in graphs often stem from unexpected trends, outliers, or correlations that contradict common assumptions. For instance, a rising trend in a typically declining metric or an unexpected relationship between two variables could be particularly striking. If you provide details about the graph, I could offer a more tailored response.
A relation is anything on a cartesian plane (a graph).
A relation is anything on a cartesian plane (a graph).
The vertex of a parabola doe not provide enough information to graph anything - other than the vertex!
It can be just about anything, depending on what you are graphing.
any points along the line described by the equation x=anything will give you a vertical line on a graph
a graph can be about nearly anything
it is a math graph that can be used for sales or to show a record of anything.
The scale can be anything that you choose - but you must give it with the graph.
anything you want to put in a bar graph
ANYTHING could be named chocolate chip surprise. Look it up.
A relation is anything on a cartesian plane (a graph).
A relation is anything on a cartesian plane (a graph).
A pie graph would be used for percents (anything that adds up to 100%)
The vertex of a parabola doe not provide enough information to graph anything - other than the vertex!
its Clement and Murray - Anything
It can be just about anything, depending on what you are graphing.
any points along the line described by the equation x=anything will give you a vertical line on a graph