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1. From the graph, a straight line passing through the origin. 2. From the table, the Constant of Proportionality are all the same. Which means the ratio comparing y-value to thex-value; that is y-value divided by x-value. Data is proportional if: Study the following slides and decide if data is proportional based on reasoning. ![]() Not proportional because the line does not passthrough the origin. ![]() Not proportional because the line is not straight. ![]() Proportional because the straight line does passthrough the origin. Domain/Independent X-values Mules 1 2 3 4 Proportional Data Range/Dependent Y-values Bales of hay 2 8 6 4 Constant ofProportionality(Y divided by X) 4/2 = 2 8/4 = 2 2/1 = 2 6/3 = 2 Y X Domain/Independent X-values Pounds of banannas 2 3 5 7 Not Proportional Data Range/Dependent Y-values Cost 2.50 7.75 8.25 21.00 Constant ofProportionality(Y divided by X) 7.50/3 = 2.50 8.25/5 = 1.65 21.00/7 = 3.00 2.50/2 = 1.25 Y X ![]() Determine if proportional. If it is, determine the constantof proportionality (must be a ratio). Constant of Proportionality Yes No ![]() Determine if proportional. If it is, determine the constantof proportionality (must be a ratio). Yes No Constant of Proportionality ![]() Determine if proportional. If it is, determine the constantof proportionality (must be a ratio). Yes Constant of Proportionality No ![]() Determine if proportional. If it is, determine the constantof proportionality (must be a ratio). Constant of Proportionality Yes No |