Answer:
$33,750
Explanation:
Given that
Bond per share = $750,000
Issued Amount = 9%
The computation of amount which is to be paid to the bondholders for every semi-annual interest payment is given below :-
Interest payment = bond per share × issued amount × (number of months ÷ total number of months in a year)
= $750,000 × 9% × 6 months ÷ 12 months
= $33,750
The amount that Harry should pay for the investment is the present value of the net income discounted at the rate of return of 12% is equal to $270,000.
<h3>What do you mean by investment?</h3>
Investment refers to the dedication of an asset to acquire growth in value over a duration of time. In finance, the motive of making an investment is to generate a return from the invested asset.
As per the information,
The vacancy rate is given is 5%
The occupancy rate is 100 - 5= 95%

Now, if it is assumed that the income is earned forever, then the present value of the income will be
PV of net income = A/r
A- 32400 , r - 12%

Hence, The amount that Harry should pay for the investment is the present value of the net income discounted at the rate of return of 12% is equal to $270,000.
Learn more about investment:
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Answer: Information Support and Services, and Programming and Software Development
Answer:
Focus strategy.
Explanation:
Focus strategy is undertaken by a company to enter a narrow market or expand operations in such a market. The segment is specific and the business usually provides services that competitively meets customer needs.
Recognising that one market segment's needs are different from another one's is the basis for focus strategy. Resources will be used to meet and satisfy the unique needs of a target segment or niche. Involve a particular product line for example children clothing, detergents, lemon juice, children's shoes and so on.
Answer:
you would need 68000 of the coupon bonds to issue to raise the $68 million.
Explanation:
price of the coupon bond = $1000
number of coupon bond = $68 million/1000
= 68000
Therefore, you would need 68000 of the coupon bonds to issue to raise the $68 million.