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Answer:
An increase in the minimum wage:
d. decreases the quantity of labor demanded but increases the quantity of labor supplied.
Explanation:
An increase in the minimum wage impact negativly in the demand of labor because each hour it's now more expensive than before, it means that company will looks to reduce their number of headcont due to an increase in each hour of labor existing, all of these just to keep the company cost at the same level.
The increase in the quantity of labor supplied it's favorable because a lot of people will be motivated to look for a job because the company will have to pay better salaries than before, on this escenario more people will go to the market labor looking for a job.
This increase in the labor supply is for those who were not willing to work under the previous salary conditions.
Answer:
B. neutralizers
Explanation:
Leadership neutralizers: The term "leadership neutralizers" is described as one of the factors that tend to prevent a specific manager from taking a few actions in order to improve or enhance work performances, or to take the actions that the "manager" ought to do to perform irrelevantly.
In the question above, the given statement is an example of neutralizers impacting leadership styles and behaviors.
Answer:
a 1,560 units
b 780 units
c 390 units
d $18,720
e $9,360
Explanation:
Given that;
Production = 292,000
Daily demand , d = 400
Annual demand , D = 400 × 365 = 146,000
Production rate , P = 292,000 ÷ 365 = 800
Set up cost , Cs = $100
Holding cost , Ch = $24
a. What is the production order quantity
= √2 * D * Cs / CH × (p / p - d)
= √ 2 * 146,000 * 100/24 × (800/800-400)
= √1216666.6667 × 2
= √2433333.3334
= 1559.91
=1,560 units approximated.
b. What is the maximum inventory on hand
= EPQ × [ 1 - (d÷p) ]
= 1,560 × [ 1 - (400 ÷ 800) ]
= 1,560 × 0.5
= 780 units
c. What is the average inventory
= Maximum inventory ÷ 2
= 780 ÷ 2
= 390 units
d. What are the total holding costs
= EOQ/2 * Holding cost
= 1,560/2 * 24
= 780 *24
= $18,720
e. What does it cost to manage the inventory
= Holding cost * (Maximum inventory ÷ 2)
= 24 * (780 ÷ 2)
= 24 * 390
= $9,360
