Which option represents the greatest labor productivity?(1 point) Responses the production of five toy cars in 2.5 labor hours the production of five toy cars in 2.5 labor hours the production of five toy cars in two hours the production of five toy cars in two hours the production of ten toy cars in ten labor hours the production of ten toy cars in ten labor hours the production of 20 toy cars in four hours
To determine the option that represents the greatest labor productivity, we need to calculate the labor productivity for each option. Labor productivity is calculated by dividing the total output (number of toy cars) by the total labor hours required to produce that output.
Let's calculate the labor productivity for each option:
Option 1: Production of five toy cars in 2.5 labor hours
Labor productivity = 5 toy cars / 2.5 labor hours = 2 toy cars per labor hour
Option 2: Production of five toy cars in two hours
Labor productivity = 5 toy cars / 2 labor hours = 2.5 toy cars per labor hour
Option 3: Production of ten toy cars in ten labor hours
Labor productivity = 10 toy cars / 10 labor hours = 1 toy car per labor hour
Option 4: Production of 20 toy cars in four hours
Labor productivity = 20 toy cars / 4 labor hours = 5 toy cars per labor hour
From the calculations above, we can see that option 4, which represents the production of 20 toy cars in four hours, has the greatest labor productivity of 5 toy cars per labor hour.