Answer:
Sarah has invested in sole proprietorship while Jane has invested in corporations
Explanation:
Sole proprietorship is owned and run by a single owner who is legally obligated for all business assets and liabilities. Since Sarah has invested thousands of dollars in one company, it looks like she has invested in sole proprietorship in which she is the owner.
Corporation is run by group of people who are not legally obligated for the assets and liabilities of the corporation. People can invest in more than one corporation as they are open for public offer. These investors earn dividends based on the earnings earned by the corporations So, possibly Jane has invested hundreds of dollars in different large companies.
The expected return on the common stock should decrease.
To calculate the new expected return on the common stock, we need to calculate the new value of the common stock and debt. The new value of the common stock is $64 million + $16 million = $80 million. The value of the debt is reduced by $16 million to $20 million.
The new expected return on the common stock is 16.6% * ($80 million/$96 million) = 15.63%.
Therefore, the expected return on the common stock should decrease from 16.6% to 15.63%.
A security that symbolises ownership in a firm is called common stock. Common stock owners choose the board of directors and cast ballots for corporate rules. Long-term rates of return are often higher with this type of stock ownership.
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Answer:
The value of all future payments discounted by the interest rate
Explanation:
Since the purchase of the asset is by installments to be paid in the future. The present value to be recognized is the sum of the future payments discounted at the predetermined interest rate.
The first payment due now will not have to be discounted but future payments will have to be discounted to ascertain the present value of the asset to be recognized in the balance sheet.
Answer:
B. The physical count of securities and cash
Explanation:
An objective is the business's goal and in order to see that the quantity would need to be in a physical sense to see growth over time.