Answer: 7.80%
Explanation:
At the end of 2016, Josh received a dividend of $1.37 and at the end of 2020, he received one of $1.85.
You can calculate the growth rate with the formula:
Dividend Growth Rate = (Dividend received at end of 2020/Dividend received at end of 2016) ^ (1/n) - 1
2016 to 2020 is 4 years.
Dividend growth rate = (1.85 / 1.37)¹/⁴ - 1
= 0.07798518
= 7.80%
Answer:
Beta = 2
New required rate of return = 16.50%
Explanation:
In this question, we apply the Capital Asset Pricing Model (CAPM) formula which is shown below
Expected rate of return = Risk-free rate of return + Beta × (Market rate of return - Risk-free rate of return)
12.50% = 3% + Beta × 4.75%
12.50% - 3% = Beta × 4.75%
So, the beta would be 2
The (Market rate of return - Risk-free rate of return) is also known as the market risk premium
Now the required rate of return would be
= 3% + 2 × 6.75%
= 3% + 13.50%
= 16.50%
B. Sole proprietorships are not very highly regulated, so they are easy to get started. Most forms of business are easy to expand if they succeed! Getting financing really depends on how likely the lenders think the business is to succeed, irrespective of format. The owner is directly liable for the debts of a sole proprietorship, but even if you incorporate, the bank is likely to want a personal guarantee of the owner for any debt of a new corporation, so it's pretty much the same deal. Taxes could be higher or lower, depending on how the business does and what other sources of income the proprietor has (like their day job!)
Answer:
A. + NA + NA - + NA
Explanation:
Since in the question there is an overstatement of ending inventory which affect the financial statements i.e increase in the gross profit due to which the net income is also increase that reflects the increment in the retained earning and the equity as well plus the asset side is also increased but it does not have any change in the cash flow statement as it does not involve any transaction of cash
Hence, the first option is correct
Answer:
D
Explanation:
Because the higher the quality of materials the more efficient the product will be
