Which option represents the greatest labor productivity?(1 point)
Responses
a the production of five toy cars in 2.5 labor hours
b the production of 20 toy cars in four hours
c the production of five toy cars in two hours
d the production of ten toy cars in ten labor hours
b the production of 20 toy cars in four hours
The option that represents the greatest labor productivity is:
b) the production of 20 toy cars in four hours.
To determine which option represents the greatest labor productivity, we need to compare the amount of production (number of toy cars) and the labor hours required for each option. The option with the highest number of toy cars produced in the least amount of labor hours will have the greatest labor productivity.
Let's evaluate each option:
a) The production of five toy cars in 2.5 labor hours.
b) The production of 20 toy cars in four hours.
c) The production of five toy cars in two hours.
d) The production of ten toy cars in ten labor hours.
To find the greatest labor productivity, we compare the number of toy cars produced in each option while considering the labor hours required.
a) Option a produces five toy cars in 2.5 labor hours, which means each car takes 0.5 labor hour to produce (2.5 labor hours / 5 cars).
b) Option b produces 20 toy cars in four hours, resulting in each car taking 0.2 labor hour to produce (4 labor hours / 20 cars).
c) Option c produces five toy cars in two hours, meaning that each car takes 0.4 labor hour to produce (2 labor hours / 5 cars).
d) Option d produces ten toy cars in ten labor hours, so each car takes one labor hour to produce (10 labor hours / 10 cars).
Based on the calculations, option b produces the greatest labor productivity, as each car is produced in the lowest amount of labor hours (0.2 labor hour per car).