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Why is it important to have all parts of a graph clearly labeled and drawn?

So the problem can match the answer then every thing will be clear


Why is important to have all parts of a graph clearly labeled and drawn?

So the problem can match the answer then every thing will be clear


Why is it important to have all of the parts of a graph clearly labeled and drawn?

Well, honey, having all the parts of a graph clearly labeled and drawn is crucial because it helps the reader understand the data being presented. Without proper labels, your graph is about as useful as a screen door on a submarine. So, do yourself a favor and make sure you label that bad boy properly to avoid any confusion or eye-rolling from your audience.


Why it is important to graph accurately and clearly?

To provide accurate and clear results.


Does a graph need a title?

Yes! A graph should have a succinct and precise title. The axes of a graph should be clearly labeled with the correct units for the entities graphed. A graph should have its axes scaled so that the graph is not difficult to use. A graph should also have the drawer's initials or name and the date it was prepared.


What is axis in math?

When you graph lines or points, the cross drawn behind them, labeled with numbers and units, are the axes. The horizontal line is the x-axis, and the vertical the y-axis.


Does this selection of counters make for an effective graph Why or why not"?

The selection of counters may or may not make for an effective graph, depending on the data being represented. If the counters accurately reflect the data and are clearly labeled, then the graph is likely to be effective. However, if the counters are unclear or do not accurately represent the data, the graph may not be effective.


What is A graph that can be drawn without any breaks?

A continuous graph.


What should be labeled on a graph?

the title the date


How do you draw an origin on a graph?

an origin can not be drawn because its (0,0) the middle of the graph


How many spanning trees can be drawn with 5 labeled vertices?

No of spanning trees in a complete graph Kn is given by n^(n-2) so for 5 labelled vertices no of spanning trees 125


How is a Planar graph used is graph theory?

In graph theory, a planar graph is a graph that can be embedded in the plane, i.e., it can be drawn on the plane in such a way that its edges intersect only at their endpoints. In other words, it can be drawn in such a way that no edges cross each other.