Answer:
A. Dividend is paid to current shareholders.
Explanation:
This is simply said to be the aggregate amount of all current asset and also all current liability of an investment. It is used in measuring the short term liability of a business by subtracting the current liability from the current asset.
In some cases, it can be tagged a company’s current assets, such as cash, accounts receivable, inventories of goods etc. Many companies sum their's by calculating cash plus accounts receivable plus inventories, less accounts payable and less accrued expenses. This is why it is seen to decrease when dividend is paid to current shareholders.
Let X be the time or period needed for an automobile center to finish an oil change.
X ∼ N (17, 2.5)
a)
P(X ≥ 20) = P((X - 17)/5 ≥ (20- 17)/2.5) = P(Z ≥ 1.2) = .1151 *100 = 11.51% is the answer
b)
P(X ≥ x) = 0.07
P (X - 17)/2.5 ≥ (x - 17)/2.5) = 0.07
P (Z ≥ z) = 0.07
look at the z table, 0.07 lies between 1.47 and 1.48, add and then divide you'll get:z = 1.475
1.475 = (x - 17)/2.5
x = 20.6875 ≈ 21 minutes
Companies can do the listed in order to get the benefits of vertical integration without the accompanying risksL
- choose strategic outsourcing
- use taper integration
<h3>What is a
vertical integration?</h3>
This refers to a business strategy that allows a firm company to alter or design its operations by taking direct ownership of various stages of its production process rather than just relying fully on an external contractors or suppliers.
The risk associated with a vertical integration that could be an inability to cope with new technologies because they evolve quickly can be correct by choosing a strategic outsourcing or using a taper integration.
Therefore. the Option A & B is correct.
Missing options "
-choose strategic outsourcing
-use taper integration
-control every element of the industry value chain
-opt to become fully vertically integrated"
Read more about vertical integration
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Answer:
13.33 years
Explanation:
The time it takes for an investment to repay its initial investment if the payback period. For an investment project with regular cash flows, the formula for calculating the payback period is ;
Payback period =Initial investment/cash flows
In this case: Initial investment is $2,000,000.00
cash flow= extras sales per year plus saving on utilities
= $125,000 + $25,000= $ 150,000
payback period = $ 2,000,000/ $ 150,000
=13.33 years
