Answer:
Floating cost adjustment is 3.25%
Explanation:
Flotation-adjusted cost of equity = (Expected dividend at the end of Year 1 / Net proceeds per share) + Growth rate.
Expected dividend at the end of Year 1 (D1) = $ 2.30 (given in question)
Net proceeds per share = (21.30 - 4 % of 21.30) = $ 20.448
Flotation-adjusted cost of equity = (2.30 / 20.448) + 0.04
= 0.1125 + 0.04
= 0.1525 i.e., 15.25 %.
Flotation cost adjustment = Flotation-adjusted cost of equity - Cost of equity without flotation adjustment.
= 15.25 % - 12 % (given in question)
= 3.25 %.
Conclusion:- Flotation cost adjustment = 3.25 %
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while
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Answer:
$13,500
Explanation:
Bartley's gross income should include only two items:
- income from rent paid directly to a bond holder
- income from rental property in a sinking fund
2019 gross income = $8,000 + $5,500 = $13,500
The net gains or losses associated to the selling or rebuying of stocks are considered capital gains or losses, and they are taxed differently than gross income.
Answer:
A
Explanation:
To answer the question, we look at an extreme scenario of 0% interest rate and see the minimum repayment Jade will make on the loan taken
Therefore,
Interest Rate = 0%
This means that the loan to be paid will be calculated as follows
Monthly payments x 12 Months x 14 Years
= $195 x 12 months x 14 years = $32, 760
The meaning of this outcome is that the lower the interest rate to be paid, the higher the size of the loan, because at 2.9% the loan= $26,898.98 and at 0% rate the loan= $32, 760.
The conclusion therefore is a 2.7% interest rate which is lower than 2.9% but not as low as the extreme 0% will cause the loan amount to be higher than $26,898.98. This affirms option A.
Options B and C are wrong because 2.5% and 2.3% are lower than 2.9%, therefore, the loan amount will be higher. Option D is also wrong because a 3.1% interest rate is higher than 2.9%, therefore, the amount should be lower not higher than $26,898.98
Answer:
Option (C) is correct.
Explanation:
Consumer income is one of the main determinant of demand. Consumer income is related with the demand of normal and inferior good.
If there is an increase in the income of a consumer then as a result the demand for a normal good increases and shifts the demand curve rightwards.
If there is a fall in the income of the consumer then as a result the demand for a normal good also decreases and shifts the demand curve leftwards.
Alternatively, the consumer income is inversely related with the demand for inferior goods.