The constant of proportionality is the ratio between two variables y and x. Interpret the constant of proportionality as the slope of the linear relationship y = kx. Find the proportional relationship between x and y values to solve this set of worksheets that comprise graphs, equations, and tables. Students will also learn to find the missing values in tables based on the constant of proportionality k, so derived. Click on the 'Free' icon to sample our worksheets.
Constant of proportionality - Graph
Use the slope of each graph to identify the constant of proportionality, k. Then, find the proportional relationship between the x and y coordinates by applying the formula y = kx.
Constant of proportionality - Draw graphs
Based on the value k, draw a straight line on the graph that passes through the origin to denote the proportional relationship y = kx. Use our answer keys to validate your responses.
Constant of proportionality - Tables
Examine the x and y values provided in each table to find the constant of proportionality, k. Then, replace the value of k in y = kx to obtain the proportional relationship between x and y.
Missing values - Tables
Each worksheet contains eight function tables. Using the values of x and y, determine the constant of proportionality k. Based on the constant derived, complete the table.
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