You can use different colors or symbols to differentiate between the different plots.
There's a bar graph, pie graph, and a line graph. All represent amounts of change or amounts of a substance. Hope this helped
Usually there is a large L shaped line on the page with numbers going up the vertical and horizontal sides. You might also want to include a title and a color guide.
a simple 2d xy line graph has only the possibility for 2 different variables (x and y). for a 3 variable graph you would have to go into a 3d xyz graph with each variable as x, y and z. it is possible to fit a line to this but for an easier analysis it is better to analyse the variables in pairs.
3 because they are all in multiples of 3 3x4 and 3x13
The right answer is 3.( I think :D )
There's a bar graph, pie graph, and a line graph. All represent amounts of change or amounts of a substance. Hope this helped
the history of the line graph is with 3 people in the 1620's.
The graph is a horizontal line at y=3
The five steps for creating a graph typically include: 1) Choosing the type of graph that best represents your data (e.g., bar, line, pie). 2) Collecting and organizing your data to ensure clarity and accuracy. 3) Labeling the axes appropriately, including titles and units of measurement. 4) Plotting the data points accurately on the graph. 5) Adding a legend or key if necessary, and ensuring the graph is visually clear and informative.
There are seven steps which are: 1. Identify the variables 2. Determine the variable range 3. Determine the scale of the graph 4. Number and label each axis 5. Plot the data points 6. Draw the graph 7. Title the graph
1. PICTORIAL GRAPHS. These are the kind found in mathematics and physics textbooks. Their purpose is to simply and clearly illustrate a mathematical relation. No attempt is made to show data points or errors on such a graph.2. DISPLAY GRAPHS. These present the data from an experiment. They are found in laboratory reports, research journals, and sometimes in textbooks. They show the data points as well as a smooth line representing the mathematical relation.3. COMPUTATIONAL GRAPHS. These are drawn for the purpose of extracting a numerical result from the data. An example is the calculation of the slope of a straight line graph, or its intercepts.
A horizontal line crossing the y axis at 3.
Almost any kind of graph can be used to show discrete data: You can use a line graph (most economic data), a bar graph (demographics), a pictogram, a pie chart, a scatter plot, radar. Although 3-d charts can also be used, they are very poor at conveying information because of the difficulty in interpreting depth.
When the equation of a line is parallel to another line the slope remains the same but the y intercept changes
-2.25
There are many ways, but probably you aren't in a statistics class, but in an algebra class. Step 1 plot all the data points on a coordinate plane graph (x-y graph) Step 2 estimate a line 'close' to points. Step 3 use 2 points ON THE LINE (these do not need to be data points) Step 4 find slope of line using points from step 3 Step 5 use point-slope formula to write the equation.
The points on the graph would be as follows(-2,-9) (-1,-6) (0,-3) (1,0) (2,3) (3,6)This will give you the position of the line if you need more points just extend the line of your graph.