Answer:
You should pay $84.42 today for the bond.
Explanation:
bond price = value of bond/[(1 + interest rate)^number of years]
= $100/[(1 + 1.9%)^9]
= $100/(1.185)
= $84.42
Therefore, You should pay $84.42 today for the bond.
Answer:
Bond M= $21,914.32.
Bond N= $6,131.14
Explanation:The price of any bond (or financial instrument) is the PV of the future cash flows. Even though Bond M makes different coupons payments,to find the price of the bond,we just find PV for the cash flows
Answer:
Journal Entries
Journal 1 :
Equipment $23,400 (debit)
Cash $23,400 (credit)
Being Purchase of Equipment
Journal 2 :
Cash $6,800 (debit)
Service Revenue $6,800 (credit)
Being Service rendered for Cash
Journal 3 :
Salaries Expense $2,100 (debit)
Cash $2,100 (credit)
Being Salaries expense paid
Explanation:
Narrations have been provided to explain the transaction. Remember to use the account titles provided in accounting for the transactions.
<span>This would be a way to lower the money supply. By discouraging bank loans, there becomes fewer overall dollars in the hands of the general public. Fewer dollars held by people overall equals a smaller overall money supply. Bank loans to the public would be a way of increasing the money supply, in the opposite instance.</span>
Answer: $297,353.33
Explanation:
In calculating the Opportunity Cost of using that space with the available data, the following formula can be used (notice that APR is a yearly figure and the rent is monthly),
Opportunity cost = Rent per month *12* (1-tax rate) / APR
= $3,431.00 * 12 * ( 1 - 0.35) / 0.09
= 297353.333333
= $297,353.33
$297,353.33 is the opportunity cost of using this space.
Note the method used above is the faster method but if you want to use the other method, first you change the rent to a monthly figure. Then you divide it by the cost of capital to get the present value. Then you multiply by the After tax rate of (1 - tax rate). It's basically the same as the above though.
