Answer:
It distorts relative prices, causing a misallocation of resources.
Explanation: Inflation is an economic term used to describe a situation in a country's market when there is a sudden rise in commodities sold in the market. Inflation can be as a result of an increase in demand of commodities sold in the market.
It has a negative effect, when the prices are distorted and the purchasing power is not properly allocated to the buyers.
Answer:
Answer:
Growth rate (g) = n-1√(<u>Latest dividend)</u> - 1
Current dividend
= 4-1√($2.49/2.20) -1
= 3√(1.1318) -1
= 1.04 - 1
= 0.04 = 4%
Ke = Do<u>(1 + g) </u> + g
Po
Ke = $2.57(<u>1 + 0.04</u>) + 0.04
65
Ke = 0.04 + 0.04
Ke = 0.08 = 8%
Explanation:
In this case, we need to calculate the growth rate using the above formula. Then, the cost of equity will be calculated. Cost of equity is a function of current dividend paid subject to growth rate divided by current market price.
Explanation:
Answer:
$270
Explanation:
Calculation to determine the net profit or loss on this investment
Using this formula
Total profit/Loss =Stock value -Strike price-Option quoted)×100×Call option
Let plug in the formula
Total profit = ($34.60 - $32.50 - $1.65) × 100 × 6
Total profit =$0.45×100×6
Total profit= $270
Therefore the net profit on this investment is $270
Answer:
Options B and C are correct.
- Marginal profit is negative.
- Profit is positive.
Explanation:
At q = 150
R = 80q = 80(150) = 12,000
C = 0.002(150)3 + 22(150) + 750 = 6750 + 3300 + 750 = 10,800
R > C so first is incorrect.
MR = 80
MC = 0.006(150 x 150) + 22 = 135 + 22 = 157
MC > MR so B is correct.
Profit = TR - TC = 80(150) - 0.002(150)3 - 22(150) - 750 = 12000 - 10800 = 1200
Profit is positive.
Marginal profit = MR - MC = 80 - 157 = - 77
MR is Negative
Answer:
The account balance by the end of year 3 will be : $5,283.2
Explanation:
You are planning to deposit $2,000 into an account at the end of year 1 and $3,000 at the end of year 2. The account earns 4% interest.
The account balance at the end of year 1 = $2,000
The account balance at the end of year 2 = $2,000 x (1+4%) + $3,000 = $2,080 + $3,000 = $5,080
The account balance at the end of year 3 = $5,080 x (1+4%) = $5,283.2
