a market's deadweight loss is calculated as:the economic surplus at the efficient quantity minus the economic surplus at the act
1 answer:
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Answer:
1. Discount
2. $449,298.47
3. $369,298.47 gain
4. land reduces by $80,000, investment increases by $449,298.47, reserves increases by $369,298.47
Explanation:
Question 1
Using the formula below
where
I = interest rate, which is 6% of 500,000 = 30,000
F = Face value, 500,000
r = borrowing cost = 12%
Therefore, the price of the note at the time it was used for payment was
= $449,298.47.
As the price is lower than the face value of the note, the note was issued at a discount.
Question 2
The fair market value of the note is $449,298.47, the compute price in question 1.
Question 3
The gain/loss on the sale of the land
= sale price - purchase price
= $449,298.47 - 80,000
= $369,298.47.
Question 4
The transaction would affect Crabb & Co's balance sheet as follows.
<em>Asset side:</em>
land reduces by $80,000
investment increases by $449,298.47
<em>Equity & liabilities side:</em>
reserves increases by $369,298.47
Answer:
N = 10
N = 10PMT = 0
N = 10PMT = 0PV = 84.49
N = 10PMT = 0PV = 84.49FV = 100
N = 10PMT = 0PV = 84.49FV = 100R = Rate(10,0,84.49,-100,0) = 0.017 = 1.7%
N = 10PMT = 0PV = 84.49FV = 100R = Rate(10,0,84.49,-100,0) = 0.017 = 1.7%b. Yield = 0.02 per quarter = 0.08 per year
N = 10PMT = 0PV = 84.49FV = 100R = Rate(10,0,84.49,-100,0) = 0.017 = 1.7%b. Yield = 0.02 per quarter = 0.08 per yearcontinuous rate = ln(1+0.08) = ln(1.08)...