Which option represents the greatest labor productivity
A. The production of ten toy cars in ten labor hour's.
B. The production of 20 toy cars in four hours
C. The production of five toy cars in two hours
D. The production of five toy cars in 2.5 labor hour's
B. The production of 20 toy cars in four hours would represent the greatest labor productivity.
To determine the option that represents the greatest labor productivity, we need to calculate the number of toy cars produced per labor hour for each option.
Option A: The production of ten toy cars in ten labor hours.
Labor productivity = 10 toy cars / 10 labor hours = 1 toy car per labor hour.
Option B: The production of 20 toy cars in four hours.
Labor productivity = 20 toy cars / 4 labor hours = 5 toy cars per labor hour.
Option C: The production of five toy cars in two hours.
Labor productivity = 5 toy cars / 2 labor hours = 2.5 toy cars per labor hour.
Option D: The 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.
From the calculations, it can be concluded that Option B, the production of 20 toy cars in four hours, represents the greatest labor productivity with 5 toy cars produced per labor hour.
To determine which option represents the greatest labor productivity, we need to calculate the number of toy cars produced per labor hour for each option.
Option A: The production of ten toy cars in ten labor hours.
Labor productivity = 10 toy cars / 10 labor hours = 1 toy car per labor hour.
Option B: The production of 20 toy cars in four hours.
Labor productivity = 20 toy cars / 4 labor hours = 5 toy cars per labor hour.
Option C: The production of five toy cars in two hours.
Labor productivity = 5 toy cars / 2 labor hours = 2.5 toy cars per labor hour.
Option D: The 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.
Comparing the labor productivities of the options:
- Option A has a labor productivity of 1 toy car per labor hour.
- Option B has a labor productivity of 5 toy cars per labor hour.
- Option C has a labor productivity of 2.5 toy cars per labor hour.
- Option D has a labor productivity of 2 toy cars per labor hour.
Therefore, option B - the production of 20 toy cars in four hours, represents the greatest labor productivity with 5 toy cars per labor hour.