Complete Question
Annual rent $ 7,380
Insurance 145
Security deposit 650
Annual mortgage payments $9,800 ($9,575 is interest)
Property taxes 1,780
Insurance/maintenance 1,050
Down payment/closing costs 4,500 Growth in equity 225
Estimated annual appreciation 1,700
Assume an after-tax savings interest rate of 7 percent and a tax rate of 28 percent.
(a) Calculate the total rental cost and total buying cost.
Answer:
Explanation:
(a)Rental Costs
Buying Costs $7,380
Rent $9,800
The following calculations were made:
Interest lost on security deposit
= Security deposit × 7%
= $650 × 0.07 = $45.5
Interest lost on down payment and closing cost
= Down payment × 7%
= $4,500 × 0.07 = $315
Tax savings for mortgage interest =
Interest × 28%
$9,575 × 0.28 = $2,681
Tax savings for property taxes =
= Property taxes × 28%
$1,780 × 0.28 = $498
Answer:
A) Understated by $12.60 million
Explanation:
Given that,
Unrealized gains = 21 million
Tax rate = 40%
Total shareholders equity therefore
= 21,000,000 × (1 - 0.40)
= 21,000,000 × 0.60
= $12,600,000
Therefore, total equity will be understated by $12.60 million
Answer: 2.75 blankets.
Explanation:
The opportunity cost is the value of a good that is sacrificed by choosing some other alternative. So, there are certain costs associated with the consumption of some goods.
In our case,
Opportunity cost of producing 1 shirt = 
= 2.75 blankets
Opportunity cost of producing 1 shirt is 2.75 blankets which means that 2.75 blankets have to be foregone to produce 1 shirt.
Answer:
Price of bond = $ 924.50
Explanation:
<em>The value of the bond is the present value(PV) of the future cash receipts expected from the bond. The value is equal to present values of interest payment plus the redemption value (RV). </em>
Value of Bond = PV of interest + PV of RV
The price of the bond can be worked out as follows:
Step 1
PV of interest payments
annul interest payment = 6.4 % × 1,000 = 64
Annual yield = 7.5%
Total period to maturity (in years) =10
PV of interest =
64 × (1- (1.075)^(-10)/)/0.075= 439.30
Step 2
PV of Redemption Value
= 1,000× (1.075)^(-10) =
485.19
Step 3
Price of bond
439.30 + 485.19 =$924.49
Price of bond = $ 924.50
