Answer:
1. 80,000
2. $40 per barrel
Explanation:
1. As we can see from the table provided The equilibrium quantity in this market is 80,000 barrels of heating oil per day, as quantity demanded match quantity supplied
2. As we can see from the table provided The equilibrium price is $40 per barrel as in this cost there is an intersection of quantity demanded and quantity supplied. In other words the equilibrium price and quantity could be find out when the quantity demanded equal to quantity supplied
I am 80% sure that the answer is c. (:
Answer:
$ 11,799 is the principal balance of the note payable.
Explanation:
The Interest expense for the installment note on the year of the December 31, year can be determined by the following equation that are mention below
Now the Principal balance of the component in $15,179 payment of the December 31, year 1 can be determined by the
=$ 11,799
Answer:
Explanation:
S/No Date Transaction Dr($) Cr($)
1 Oct.1 Rent Expense 3,600
Cash 3,600
2. Oct.3 Advert. Expenses 1,200
Cash 1,200
3. Oct.5 Supplies 750
Cash 750
4 Oct.6 Office equipment 8000
Accounts Payable 8,000
5 Oct.10 Cash 1 4,800
Accounts receivable 14,800
6 Oct.15 Accounts payable 7,110
Cash 7,110
7. Oct.27 Miscellaneous 400
Cash 400
8 Oct.30 Utilities Expenses 250
Cash 250
9 Oct 31 Accounts receivable 33,100
Fees earned 33,100
10 Oct.31 Utility Expense 1,050
Cash 1050
11 Oct.31 Drawings 2,500
Cash 2,500
Answer:
I strongly believe that the requirement is to calculate the price of the bond.
The bond is worth $ 70,824,063.03
Explanation:
It is noteworthy that a rational would-be investor would pay for a bond a price that reflects the cash flows receivable from the bonds in future discounted to today's terms.
The future cash flows comprise of the semi-annual coupon interest of $4 million(10%/2 *$80 million) for 20 periods as well as the repayment of the principal $80 million at the end of period 20
Since coupon is paid every six months, the coupon would be twenty times over the life of the bond(paid twice a year for 10 years)
To bring the cash inflows today's term, we multiply them them by the discounting factor 1/(1+r)^N , where is the yield to maturity of 12% and N is the relevant the cash flow is received.
The discounting is done in attached spreadsheet leading $ 70,824,063.03 present value today.