Question

2. [10 points in total] Lucy and Marry have jobs wrapping chocolate candies and placing them into boxes. Lucy, a novice wrapper, can wrap only 100 candies/hour Mary, who has had on- the-job training, can wrap 300 candies/hour. Lucy and Mary each work 40 hours/week. a). Please fine average labour productivity for both Lucy and Mary in terms of cadies wrapped per week and candies wrapped per hour (6 points)​

Answer 1

Answer:

nvhhdhbb ndjbdbdh jdbdbbdjsvsvjehveb ihr

Answer 2

Given:

Candies wrapped by Lucy = 100 per hour

Candies wrapped by Mary = 300 per hour.

No. of hours worked each week = 40 hours.

To find:

Average productivity in terms of Candies wrapped each week and each hour.

Solution:

Candies wrapped by Lucy = 100/hour

Candies wrapped by Mary = 300/hour

$labour \: productivity \: = \frac{total \: output}{total \: input \: }$

Labour productivity of Lucy per hour.

$labour \: productivity \: = \frac{100}{1}$

$labour \: productivity \: = 100$

Labour productivity for Mary per hour.

$labour \: productivity \: = \frac{300}{1}$

$labour \: productivity \: = 300$

Labour productivity for Lucy each week.

$Total \: output = (100×40) Candies$

$Total \: output = 4000Candies$

$labour \: productivity \: = \frac{4000}{40}$

$labour \: productivity \: = 100$

Labour productivity for Mary each week.

$Total \: output = (300×40) Candies$

$Total \: output = 12000 Candies$

$labour \: productivity \: = \frac{12000}{100}$

$labour \: productivity \: = 300$

Therefore the average productivity of

Lucy is 100candies/ hour and

Mary is 300candies/ hour