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denis23 [38]
3 years ago
11

A company offered employees a defined-benefit retirement plan, in which retirees received benefits calculated on the basis of th

eir age, earnings, and years of service. But the company didn't keep up with technology, and its earnings fell. When the stock market dipped, the company could no longer afford to keep paying for its retirement benefits. What protection will the retirees have in this situation?
Business
1 answer:
kozerog [31]3 years ago
7 0

Answer: C. The employees will receive a share of profits as part of the company's ESOP.

Explanation:

The retirees can still get a portion of profits if they are part of an Employee Stock Ownership Plan.

ESOP is a pretty standard thing these days with companies where they reward their employees with shares in the company.

Seeing as the company is making too little to be able to keep paying Retirement benefits, the retirees being owners of Stock can still partake in the earnings that the company makes when they distribute dividends.

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3 years ago
What are sources of income that can be used for debt service on municipal revenue bonds?
Zolol [24]

Answer:

Municipal Revenue bonds are bonds that are serviced from the income accrued from a project that the bond was used to embark on.

They can therefore be serviced by a variety of income methods that accrue from the projects such as;

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3 years ago
This activity is important because marketing managers must discover what prospective customers need and want. Marketing managers
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Answer:

Note: See table attached to question below to fully understand

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8 0
3 years ago
Globalization tends to create a more diverse workplace.<br><br> T<br> F
ANTONII [103]
The correct answer is T

!
4 0
4 years ago
Read 2 more answers
Solve for the unknown number of years in each of the following (Enter rounded answers as directed, but do not use rounded number
marishachu [46]

Answer:

a)   7.627144987

b)   5.605222315

c)  20.04031392

d)  10.17644951

Explanation:

We need to solve for years starting from the future value of a lump sum formula:

PV(1+r)^n=FV\\

We use logarithmics properties and solve:

(1+r)^n=FV/PV\\\\log_{1+r}(FV/PV) = n\\\\n = \frac{log FV/PV}{log (1+r)}

a)

log(1655/800)/log1.1 = n

7.627144987

b)

log(4250/2491)/log1.08 = n

5.605222315

c)

log(392620/33905)/log1.13 = n

20.04031392

d)

log(214844/33600)/log1.20 = n

10.17644951

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3 years ago
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