The current market price of the bond is 103% of their par value
What percentage is the bond price compared to its par value?
The market bond convention is to quote the price at which the bond can be bought or sold in the market as a percentage of its par value.
The simple approach is to add a percentage sign to any bond price you are given, which means that 97 price means the bond price is 97% of par value.
In the same vein, 103 price means the quoted price of the bond is 103% of the par value of the bond/
Find a futher guide on bond pricing below:
brainly.com/question/15574519
#SPJ1
Answer:
A.true hope this helps sorry if I'm wrong have a wonderful day
Answer: C.) Horizontal sum of all the individual firm's supply curve
Explanation: A perfectly competitive market, is that in which sellers or suppliers of a certain product are numerous such that a slight increase in price, and demand could fall to 0. Here, an individual seller has no control over the price of commodities. The supply curve tells how much quantity will be produced at different prices. Therefore the market supply curve is determined by all individual sellers individual price in other to determine the overall quantity to be produced at varying market price. Prices are drawn horizontally from the y-axis to determine quantity produced at different prices for each indivudual seller which is summed to generate the market supply curve.
Answer:
C. Decrease by $7,000
Explanation:
Calculation to determine what company's overall operating income would Decrease by
Using this formula
Overall operating income =(Product X units*Contribution margin )-Fixed overhead eliminated
Let plug in the formula
Overall operating income=(5,000 units*$5)-$18,000
Overall operating income=$25,000-$18,000
Overall operating income=$7,000 Decrease
Therefore As a result of discontinuing Product X, the company's overall operating income would:Decrease by $7,000
Answer:
$315,198
Explanation:
WACC = [ Equity / Total value ] * cost of equity + [ Debt / Total value ] * Cost of debt.
WACC = 11.5%
Exit multiple = Total cash outflow / Total cash inflow
Exit multiple = $120,000 / 36,000 = 3.3x
EBITDA of the company is $178,412.