0
You don't really ever have to, but doing so makes analyzing data and explaining certain mathematical concepts much easier. For instance, in calculus, a graphical interpretation of a derivative is "the slope of the curve at any point" and an integral's interpretation is "the area under the curve between two points."
Still curious? Ask our experts.
Chat with our AI personalities
Judy
Maxine
BlakeAdd your answer:
Earn +20 pts
Why do you connect points on a coordinate graph?
If the variables are something continuous, then you should connect the points. For example, if it is your height and weight then since those variables are continuous it is necessary to connect the points plotted on the coordinate graph.
When do you not connect the points on a graph?
that depends on what you are trying to do
In a coordinate graph of two related variables when does it make sense to connect points on a graph?
(it makes sense to connect the points on a graph wen there is movement....or so u can see it more cearly)--BreeBree..... hope i helped!! OR you could connect the points when it is a continuous thing.
Does it make sense to connect the points on a graph why or why not?
It makes sense to connect the points on a graph when the variable ont the x axis (bottom line) is able to be split, ex. time
When do you connect the points on a graph?
11 year later its proved
