That is, a complete graph is a graph where every vertex is connected to every other vertex by an edge. Complete graphs are always connected since there is a path between any pair of vertices. Now, what do complete graphs model? Here are some examples of what complete graphs model both ...
Many statistical graphs need a pair of axes drawn to start the graph. The xxx-axis is the name of the horizontal axis and the yyy-axis is the name of the vertical axis. Care needs to be taken with the scale on the axes. For statistics the xxx-axis and the yyy-axis are given diffe...
Let’s take a look at the graphs and charts the Dribble team used in their slide deck. In the pitch deck example below, you can see that the line charts use the same color palette, size and typography. One of my favorite tips from my presentation ideas roundup article states you should...
In a discrete function, the graph is represented by points that are not connected since the domain is restricted to either whole numbers or integers. For every whole number in the input (the number of cans of soup), the customer will pay a total amount, represented in the output. Since ...
They include a few primary concepts that are connected to sub-concepts via a line. They are similar to a spoke and wheel — however, they can get much more complicated, like this: When to use mind maps: For complex or multiple processes that run simultaneously. For example, to track a ...
The core function of the gestalt law of connectedness is in displaying datapoints. To show that data is related, it should be visually connected in presentations. This can be useful in slide decks, for example, where a presenter might use cluster graphs that have lines demonstrating connections ...
Cumulative frequency graphs are called ogive graphs. You can also find the relative cumulative frequency from the frequency distribution table by dividing the cumulative frequency of each interval by the total number of observations and then converting it to a percent. Notice how the relative ...
We’ve seen the benefits, ways, and examples you can use in the workplace today. With visual communication, you enjoy fast and effective communication, and you can use visuals like images, videos, graphs, GIFs, and more to communicate in different settings at work. At the end of the day...
6. If h(x)=[−81x4+4], what is the value of h(−14)? −4 −3 3 4 7. Which of the following graphs represent the greatest integer function, f(x)=2[x]? 8. Which of the following graphs represent the greatest integer function, g(x)=[x–1]? 9. Which of the followin...
They include a few primary concepts that are connected to sub-concepts via a line. They are similar to a spoke and wheel — however, they can get much more complicated, like this: When to use mind maps: For complex or multiple processes that run simultaneously. For example, to track a ...