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sdas [7]
4 years ago
13

Emeril is the owner of a restaurant. He decides to raise the wages of his workers even though he faces an excess supply of labor

. His decision:__________
Business
1 answer:
nalin [4]4 years ago
7 0

Complete Question:

Emeril is the owner of a restaurant. He decides to raise the wages of his workers even though he faces an excess supply of labor. His decision:

Group of answer choices.

a. might increase profits if it attracts a better pool of workers to apply for jobs at his restaurant.

b. will reduce the excess supply of labor.

c. is an example of the benefits of a minimum-wage law.

d. All of the above are correct.

Answer:

a. might increase profits if it attracts a better pool of workers to apply for jobs.

Explanation:

Emeril is the owner of a restaurant. He decides to raise the wages of his workers even though he faces an excess supply of labor. His decision might increase profits if it attracts a better pool of workers to apply for jobs.

An excess supply of labor refers to the situation where there are too many number of people working in an organization at a particular period of time.

However, Emeril's decision to raise the wages of his workers might increase profits if he's able to recruit better pool of workers who will be willing and able to work more hours effectively and efficiently. As a result, this would help to boost the level of production and increase the rate at which the consumer's needs or wants are meet.

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4 0
3 years ago
Find the value of C, which makes the following two cash flow series equivalent. Assume that the market interest rate is 6% per y
Svetradugi [14.3K]

Answer:

Find attached complete question.

$ 750.10  

Explanation:

In order to ascertain the value of C ,we need to equate the present value of the two streams of cash flows to each other as follows:

first stream:

$400/(1+6%)^1+$400/(1+6%)^2+$125/(1+6%)^3+$400/(1+6%)^4+$400/(1+6%)^5+$125/(1+6%)^6+$400/(1+6%)^7=$1,808.19  

Second stream:

C/(1+6%)^1+C/(1+6%)^2-$250/(1+6%)^3-$250/(1+6%)^4-$250/(1+6%)^5+C/(1+6%)^6+C/(1+6%)^7

-$250/(1+6%)^3-$250/(1+6%)^4-$250/(1+6%)^5=-$594.74

C/(1+6%)^1+C/(1+6%)^2+C/(1+6%)^6+C/(1+6%)^7=C/0.9434+C/0.8900+C/ 0.7050+C/ 0.6651  

simplification

C/0.9434+C/0.8900+C/ 0.7050+C/ 0.6651=C/(0.9434+0.8900+0.7050+0.6651)= 0.31216C

All in all:

$1,808.19 =-$594.74+ 0.31216C

$1,808.19+$594.74= 0.31216C

$2402.93 = 0.31216C

C=$2402.93* 0.31216  =$ 750.10  

5 0
3 years ago
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