An example of blockbusting is causing panic selling by telling people that value in a neighborhood will decline due to the purchase of homes by minorities.
<h3>What is
blockbusting?</h3>
blockbusting can be regarded as the act of profiteering through inducing property owners to sell hastily which do occur at a loss by appeals to fears of depressed values.
In this case, An example of blockbusting is causing panic selling by telling people that value in a neighborhood will decline due to the purchase of homes by minorities.
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Answer and Explanation:
The journal entries are shown below:
a. Note receivable Dr $3,800,000
To Cash $3,800,000
(Being the acceptance of the note is recorded)
For recording this we debited the note receivable as it increased the assets and credited the cash as it decreased the liabilities
b. Interest receivable Dr $38,000
To Interest revenue $38,000
(Being the interest revenue is recorded)
For recording this we debited the interest receivable as it increased the assets and credited the interest revenue as it increased the revenue
The computation is shown below:
= $3,800,000 × 6% × 2 months ÷ 12 months
= $38,000
,
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: 1.66
Explanation:
Based on the information given in the question, the beta of the stock will be calculated as follows:
Expected return = 16.2%
Market return = 11.2%
Inflation rate = 3.1%
Risk-free rate of return = 3.6%
We should note that:
Expected return = risk-free rate + Beta × (market rate- risk-free rate)
Therefore,
16.2% = 3.6% + Beta × (11.2% - 3.6%)
16.2% = 3.6% + Beta × 7.6%
16.2% - 3.6% = Beta × 7.6%
12.6% = Beta × 7.6%
Beta = 12.6% / 7.6%
Beta = 1.66
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