Answer:
$230,825
Explanation:
VU = [$56,700 × (1 - .35)] / .162
VU= $56,700×0.65/.162
VU=36,855/.162
VU = $227,500
VL = $227,500 + .35($9,500)
VL= $227,500+$3,325
VL= $230,825
Answer:
B) 8 percent.
Explanation:
The yield to maturity is the expected rate of return of a bonds if held until maturity.
We are asked precisely for what rate are we receiving if held at maturity so we receive the yield to maturity.
That is a rate at which the discounted coupon payment and maturity payment matches the price we urchase the bonds.
Answer: a. 0.042 b. 0.086 c. 0.00692
Explanation:
NOTE: Convert months to years. So 24 months = 2 years.
a. Six months
Months to year conversion gives: 6months/24months as 1/4 years
= (1 + 18%)^ 1/4 — 1 x 100%
= 1.042 — 1
= 0.042
Equivalent Discount Rate = 0.042
b. One year
12months/24months as 1/2 years
= (1 + 18%)^1/2 — 1 x 100%
= 0.086
Equivalent Discount Rate = 0.086
c. 1 month
1month/24months as 1/24 years
= (1 + 18%)^1/24 — 1 x 100%
= 0.00692
After all resulting adjustments have been completed, the new equilibrium price will less than the initial price and output. The same will happen to the industry output. In each situation in which <span>an increase in product demand occurs in a decreasing-cost industry the result is: </span>the new long-run equilibrium price is lower than the original long-run equilibrium price.
