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Setler79 [48]
3 years ago
10

Chandler is the owner of a restaurant called KC Kitchen. He decides to increase employee motivation by introducing benefit packa

ges. However, Alivia, the manager, suggests that employees will be more motivated if Chandler increases their actual wages. Which statement, if true, strengthens Alivia's argument?A) Chandler's competitor, Henry, gives many benefits to his employees.
B) The state has introduced mandatory requirements for employee benefits.
C) Benefit packages are more difficult to understand by employees than pay structures.
D) Most of the employees at KC Kitchen belong to the age group that looks forward to pensions.
E) Employees do not prefer cash compensation due to higher tax rates.
Business
1 answer:
Akimi4 [234]3 years ago
3 0

Answer:

C) Benefit packages are more difficult to understand by employees than pay structures.

Explanation:

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Explanation:

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1) Lack of communication plan; this is a situation where the organization doesn't provide adequate training and orientation on how workers should communicate amongst each other.

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Technology can be helpful in maintaining a healthy financial plan by helping you plan your savings and investment. Today we have many firms who came up with plans technology-wise on how individuals can save some amount of their money and get reasonable interest rate. They're other platforms where investments are been born out of through technology. The main purpose is that they help you keep a healthy financial plan both by saving and investments.

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An investor who owns stocks in many different companies would most likely see a rise in the overall value of her portfolio durin
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Which of the following would be considered the highest risk portfolio?
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Find the lump sum deposited today that will yield the same total amount as this yearly payment (made at the end of each year for
Oduvanchick [21]

Answer:

$129,108.10

Explanation:

Missing word <em>"$9500 at 4%"</em>

<em />

Present Value of the amount to be deposited P = ?

Annual Year end payment A = $9,500

Rate of interest r = 4% compounded annually

Period of payment n = 20 years

P = A * [1- (1/(1+r)^n)] / r

P = $9500 * [1 - (1/(1+0.04)^20)] / 0.04

P = $9500 * [1-(1/(1.04)^20)] / 0.04

P = $9500 * [1 - (1/2.191123143)] / 0.04

P = $9500 [1 - 0.45638695] / 0.04

P = $9500 * 0.5436131 / 0.04

P = $9500 * 13.590326

P = $129,108.1003

P = $129,108.10

So, the lump sum deposited today is $129,108.10.

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