Coupon rate is the yearly interest earned by a loan and it can be calculated with
where i is the annual interest and p is the par value of the bond or the initial loan amount.
For this particular case, since the semiannual payment is $28.50, then the annual payment is 2 x 28.50 = $57.00.
Thus, we have
From this, the coupon rate is 0.057 x 100% = 5.7%.
Answer: 5.7%
Answer: D.) Regardless of the quantity.
Explanation: Declaration of bankruptcy is usually triggered by an organization or company in debt, declaring bankruptcy involves a legal process whereby the organization in question is examined and researched by evaluating it's liabilities and assets, so that they can seek relief from their debt. Once the buyer, gourmet declares bankruptcy, the contract between both companies can be terminated in transit regardless of the quantity of goods demanded, this is because gourmet declaring bankruptcy means the company will almost certainly be unable to pay for the demanded goods.
Answer:
communication skills
bachelor's degree
planning and organizational skills
research skills
Explanation:
Answer:
Utopolis
a. Social states chosen by the government of Utopolis are:
Social State Unemployed Workers Retirees
A 12 50 10
D 1 40 1
The reason for choosing these social states is that the social states of A and D reduce the headache felt by the government in managing unemployment and paying pensions to retirees, unlike the social states of B and C, which have equal numbers of the distinct subpopulations.
b. The enacted social state will be D. This is the social state preferred by the majority of citizens. There is a utopian economic condition achieved with social state D unlike with other social states.
Explanation:
a) Data and Calculations:
Utility levels in Utopolis:
Social State Unemployed Workers Retirees
A 12 50 10
B 20 20 20
C 15 15 15
D 1 40 1
Answer:
50,400
Explanation:
Using application of total expectation, E;
N= Number of policy holders who have zero accidents in one month
P= Probability
N|Low = 400
N|High=600
P|Low=0.9
P|High=0.8
Therefore E = (N|Low*P|Low)+(N|High*P|High)
E=(400*0.9)+(600*0.8)
E=360+480
E=840
Then Total bonus for the year B
B= E*12*5
B=840*12*5
B=50,400
