Accepting a good-quality lot would be a <u><em>correct decision.</em></u>
OPTION B "correct decision" is the right answer according to Acceptance Sampling model.
Utilized in quality assurance, acceptance sampling is a statistical method for measuring the reliability of a product or service. It enables a business to ascertain a batch's quality by randomly sampling from it. The standard of quality for the whole set of products will be assumed to be equal to that of the selected sample.
It is impossible for a corporation to constantly test every single one of its goods. It's possible there are too many to inspect efficiently or cheaply. Extensive testing could also compromise the product's quality or render it unmarketable. If a representative sample were tested, the results would be accurate without jeopardizing the rest of the production run.
Acceptance sampling is a method of quality control in which a representative sample of a product batch is tested and its quality is inferred from the results. Acceptance sampling is useful for quality control when implemented properly.
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Answer:
B)owners' equity and decrease assets.
Explanation:
From the question, we are informed about Ringgold Co. Whereby At the end of the current accounting period, Ringgold Co. recorded depreciation of $15,000 on its equipment. In this case, The effect of this entry on the company's balance sheet is to decrease owners' equity and decrease assets. Depreciation can be regarded as type of expense that brings reduction in value of an asset. It can be regarded as scheduled and not estimated expense . Depreciation can be recorded on balance sheet, as well as cash flow statement.
Answer:
This motto will encourage the managers to love their job which results in a higher performance
Explanation:
Answer
a) Gordon's Constant Growth model : P0 = D1 / (r-g)
r = 3% =0.03
, g= -7% = -0.07
, D0 = $5.1
D1 = D0*(1+g)
D1 = 5.1*(1-0.07)
D1 = $4.743
P0 = 4.743/(0.03- (-0.07))
P0 = 4.743/0.10
P0 = $47.43
So, Stock M should sell at a price of $47.43 today
b) Price 8 years from now
==> P8 = D9/(r-g)
P8 = D0*(1+g)^9/(r-g)
P8 = 5.1* (1-0.07)^9 / (0.03- (-0.07))
P8 = 5.1*0.52041108298 / (0.03- (-0.07))
P8 = 2.65410
P8 = $26.54
c) Investor may want to buy the stock today for the Dividends. If the dividends paid are high enough, the present value of the dividends is also high and may more than compensate the fall in stock price. This type of stocks work and give cash flows like a project where the initial cashflows are higher and later cashflows are less because of market factors.
