Maximum movies = Income / Price of a movie
Maximum movies = P500 / P10
Maximum movies = 50 movies
Let's assume Khumo spends all her income on bottles of wine. The maximum number of bottles of wine she can buy is given by:
Maximum bottles of wine = Income / Price of a bottle of wine
Maximum bottles of wine = P500 / P10
Maximum bottles of wine = 50 bottles of wine
Plot this information for me on a scatter graph
To plot this information on a scatter graph, we can label the x-axis as "Number of Movies" and the y-axis as "Number of Bottles of Wine". Then, we can mark the point (50, 50) on the graph to represent the maximum number of movies and bottles of wine Khumo can buy with her income.
The scatter graph would look like this:
```
Number of Bottles of Wine
↑
|
|
| • (50, 50)
|
|
|____________________________
Number of Movies
```
The dot (•) represents the point (50, 50), showing that Khumo can buy a maximum of 50 movies and 50 bottles of wine with her income.
To plot this information on a scatter graph, we need to represent the number of movies and the number of bottles of wine on the x and y-axis, respectively.
Assuming that the x-axis represents the number of movies and the y-axis represents the number of bottles of wine, we can plot the data as follows:
1. First, draw the x and y-axis, labeling them accordingly.
2. Then, mark the x-axis at the point (50, 0) to represent 50 movies and the y-axis at the point (0, 50) to represent 50 bottles of wine.
3. Finally, connect these two points with a line to form a diagonal.
The scatter graph will show a diagonal line passing through the points (50, 0) and (0, 50), indicating the maximum number of movies and bottles of wine that can be purchased with a given income.
To plot the information on a scatter graph, we need to represent the number of movies and the number of bottles of wine on the x and y-axis, respectively.
1. Create a scatter graph with the x and y-axis labeled as "Number of Movies" and "Number of Bottles of Wine," respectively.
2. Mark the maximum number of movies (50) on the x-axis and the maximum number of bottles of wine (50) on the y-axis.
3. Draw a point on the graph where these two values intersect. This point represents the maximum number of movies Khumo can buy with her income and the maximum number of bottles of wine she can buy.
The resulting graph should show a single point at the coordinates (50, 50) representing the maximum number of movies and bottles of wine Khumo can buy with her income.