Dixon ills has fundamentally historically and natural law
Answer:
$906.30
Explanation:
Face value (FV) = $1000
Coupon payment (C) = 7% of $1000 = $70
Yield to maturity (r) = 8% = 0.08
t = 18
Number of compounding periods (n) = 1 (annually)
Using the relation:
C[( 1 - (1 + r/n)^-nt) / (r/n)] + FV / (1 + r/n)^nt
70[(1 - (1 + 0.08)^-1*18) / (0.08/1)] + 1000 / (1 + 0.08/1)^1*18
70[1 - (1.08)^-18) / 0.08] + 1000 / 1.08^18
70[(1 - 0.2502490)/0.08] + (1000 / 3.99601949918)
70(9.3718871) + 250.24902
= $906.281117
= $906.30
Answer:
$100
Explanation:
Total cost if he installs seven systems = $300
Total cost if he installs eight systems = $400
Therefore, the marginal cost of installing 8th system is the difference between the total cost of installing eight systems and the total cost of installing seven systems.
Marginal cost of installing 8th system:
= Total cost of installing 8 systems - Total cost of installing 7 systems
= $400 - $300
= $100
The profit maximization conditions says that the marginal cost must be equal to the marginal revenue.
Hence,
William will install eight systems per day only if the eight customer is willing to pay at least $100.
A variable life insurance agent must be licensed and appointed as a life and variable contract agent, as well as a broker-dealer. This is further explained below.
<h3>What is a broker-dealer?</h3>
Generally, a member of the Stock Exchange who performs the duties of both a broker and a jobber.
In conclusion, An individual who wishes to sell variable life insurance must first get a license and then be designated as a life and variable contract agent in addition to being a broker-dealer.
Read more about broker-dealer
brainly.com/question/14330803
#SPJ1
Answer: option C
Explanation: THIS CAN BE REPRESENTED AS FOLLOWS :-
If we eliminate the product there would be no sales, no variable expenses and therefore, no contribution.
sales = nil
-variable expenses= <u>nil</u>
contribution = nil
- fixed expenses = <u>56,000</u>
NET LOSS = <u> (56000)</u>
.
NOTE :-
Fixed expense = (140,000)*(40%)= 56,000
.
.
Thus increase in loss would be 56000- 50,000=6000