Answer:
The bond will sell at $4831.43
Explanation:
Given C = 0, FV = $1000, YTM= 5.31%, n =30 years
BV= ?
BV for a zero coupon bond is = F / (1+r)^-n*t
So we are told there is semi annual compounding
have to calculate
n = 30*2 = 60 periods
r = 5.31/2 = 2.66%
BV = 1000/(1+0.0266)^-60
=$4831.43
Answer:
*** Cash $37,500
Explanation:
Optimum weight loss classified balance sheet .
Assets
Current assets
Cash $37,500
Account receivables $116,750
Prepaid insurance $7,200
Prepaid rent $21,000
Supplies $4,800
Total current assets $187,250
Non current assets
Equipment $474,150
Less
Accumulated depreciation $186,400
NBV $287,750
Land $300,000
Total non current assets
$587,750
Total assets
$775,000
Liabilities
Accounts payable $37,700
Salaries payable $9,000
Unearned fees $18,000
Total liabilities
$64,700
Equity
Common $75,000
Retained earnings $635,300
Total equity
$710,000
Total liabilities + equity
$710,300 + $64,700 = $775,000
A = P (1 + I)^n
40000 = 5000 (1 + 0.07)^n
(1.07)^n = 40000/5000 = 8
ln(1.07)^n = ln8
nln1.07 = ln8
n = ln8/ln1.07 = 30.7...
The best answer is closest to (d) 30.6 years.
Answer:
c. buying rupees from National Bank at the ask rate and selling them to American Bank at the bid rate.
Explanation:
- Locational arbitrage is a strategy in which one seeks profits from the difference in exchange rates for the same currency at different banks.
- In our case for locational arbitrage one will have to buy Indian rupee from National bank at the ask rate and then sell them to American bank at the bid rate to make profit.
Answer:
The correct answer is A
Explanation:
Transfer of value is the term which is defined or described as the rule that stipulate when any interest in the policy or the life insurance policy is transferred for something of value such as property and money. A portion of the death advantage is subject to be taxed on the ordinary income.
So, when the money or amount of money is paid if the change of ownership in the life insurance policy happen or occur, then it is usually known as the transfer of the value.
