Answer:
4) Net working capital will not change.
Explanation:
The best answer to the question is the 4th option. The net working capital will not be changed if company would be usingcash to pay off their accounts payable. Also the difference that exists between current assets and current liabilities will also stay the same way as it was before. current ratio will go up to 5.5.
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The correct answer is option D
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Answer:
a) Increase asset (Cash): Increase equity (Service Revenue) - GUIDE
b) Decrease equity (Salaries): Decrease asset (Cash)
c) Increase asset (Cash): Increase equity (Capital)
d) Increase asset (Receivable Accounts): Increase equity (Service Revenue)
e) Decrease equity (Utility): Increased liabilities (Others payable accounts)
f) Decrease equity (Capital): Decrease assets (Cash)
Explanation:
Accounting Equation Formula
:
Assets = Liabilities + Equity
According to the formula transactions must be recorded as follows:
<em>DEBIT:</em> Asset increases, Liabilities decreases, and Equity decrease.
<em>CREDIT:</em> Asset decreases, Liabilities increases, and Equity increase.
Answer:
c: C increases by $8,500 and the MB increases by $8,500
Explanation:
If the Federal Reserve buys $8,500 in securities from non-bank public and then payment is kept from the bank in form of cash, theC increases by $8,500 and the MB increases by $8,500
Answer:
The answer is D.
Explanation:
The price of a stock is also known as price of equity. This is the price the equity of a company is presently worth. The price the potential investors will be able to purchase it. One of the ways of calculating price of a stock is the Dividend Discount Model which can be calculated by:
Ke = (D1÷Po) - g
Ke is the Cost of equity(i.e the required rate of return for investors)
D1 is the next year dividend payments
Po is the price of the stock
g is the expected dividend growth rate
To get Po, we can rewrite the formula as:
Po = D1÷Ke - g÷Ke
We can see now that the expected future dividends will be discounted at the ''Ke'' which is the investors'required rate of return
