How to Solve Word Problems Involving Completing a Table and Making a Graph?
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A Step-by-step Guide to Solve Word Problems Involving Completing a Table and Making a Graph
To solve these problems, you will need to carefully read and understand the given information, identify the variables that need to be tracked and plotted, and use mathematical operations to calculate missing data points.
You will then need to use this information to create a graph that accurately represents the data and highlights any important trends or patterns.
For example, a word problem involving completing a table and making a graph might ask you to analyze the sales data for a particular product over the course of a year.
You would need to fill in a table with the sales figures for each month, calculate the total sales for the year, and then use this information to create a graph that shows the monthly sales trends and highlights any spikes or dips in sales.
Overall, these types of problems require you to use your mathematical and analytical skills to interpret and represent data in a clear and meaningful way.
Word Problems Involving Completing a Table and Making a Graph – Examples 1
Jennifer is starting a new business selling handmade soap. She wants to keep track of her sales for the first \(4\) months. She must be able to sell \(100\) soap per month. Complete the table and graph the data from the table.
| Month | Total Soaps Sold |
| \(1\) | ______________ |
| \(2\) | ______________ |
| \(3\) | ______________ |
| \(4\) | ______________ |
Solution:
Figure out the total soaps sold after one month: \(1=100\). After two months: \(2=200\), three months: \(3=300\) and four months: \(4=400\).
Utilize the table to write down ordered pairs of numbers. For each pair, write down the number of months first and then the total number of soaps sold, \((1,100),(2,200),(3,300),(4,400)\).
Then, graph the ordered pairs. Begin with the first pair, \((1,100)\).
| Month | Total Soaps Sold |
| \(1\) | \(100\) |
| \(2\) | \(200\) |
| \(3\) | \(300\) |
| \(4\) | \(400\) |
Now create a graph according to the table:
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