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:
The correct answer is false.
Explanation:
A firm incurs both variable cost and fixed cost in the short run. If the firm is able to cover the variable cost in the short run it will continue operating. However, if it is not able to cover its variable cost it will stop operating.
So, if the demand falls such that total revenue is not able to cover total cost but the variable cost is being covered, the firm will not stop production.
In the long run, all the costs are variable. So when the revenue is not able to cover cost, the firms will stop operating.
Answer:
$5,566.84
Explanation:
to determine the amount of money that Mary had in her account at the beginning of the year we can use the resent value formula:
present value (PV) = future value (FV) / (1 + interest rate)ⁿ
where:
- FV = $6,248.95
- interest rate = 12.253%
- n = 1
PV = $6,248.95 / (1 + 12.253%) = $6,248.95 / 1.12253 = $5,566.84
A country with an absolute advantage over another country achieves this if their production costs are lower.
Absolute advantage means a company or individual out perform another more efficiently. In this case, if two companies are making a product and one selling them for the same price, but one company can make the product for cheaper, they have an absolute advantage.