Create a table of values from the graph. Then find the value of y when x=20. Use pencil and paper. Find three more pairs of values. Then write a situation you could model using this graph Create a table of values from the graph. Then find the value of y when x=20. Use pencil and paper. Find three more pairs of values. Then write a situation you could model using this graph

Answer 1

Since I cannot see the graph you are referring to, I cannot provide an accurate table of values or find specific pairs of values. However, I can help you understand the process involved in creating a table of values, finding the value of y when x=20, and modeling a situation using a graph.

To create a table of values from a graph, you need to identify the x-values and corresponding y-values at different points on the graph. For example, if the graph shows a line passing through the points (2, 4), (4, 8), (6, 12), and (8, 16), then the table of values would look like this:

x | y
--------------
2 | 4
4 | 8
6 | 12
8 | 16

To find the value of y when x=20, you would need the specific information from the graph. Suppose the graph is a straight line passing through the point (10, 30). You can use the equation of a straight line (y = mx + c) to find the value of y when x=20. First, calculate the slope (m) of the line using the given point (10, 30) and another point on the line. Then, substitute the x-value (20) into the equation and solve for y. However, without the specific graph details, I cannot provide an accurate value of y when x=20 or three more pairs of values.

Lastly, to write a situation you could model using this graph, you need to consider the relationship between the x and y-values. Suppose the graph represents the amount of money earned (y) by an individual based on the number of hours worked (x) per week. The equation of the line could represent a linear relationship, where the earning rate remains constant per hour. Using this model, you could determine the amount of money earned after working a specific number of hours.