Answer:<u><em>If the monopolist's marginal revenue is greater than its marginal cost, the monopolist can increase profit by selling more units at a lower price per unit. </em></u>
Explanation:
If the monopolist's marginal revenue is greater than its marginal cost, the monopolist can increase profit by selling more units at a lower price per unit. In the case of higher MR , the maximum profit will come about at the level of where MR is equal to the MC. So in this case to increase the profit, MR i,e, also the price can be lower to the level of MC to sell more commodity and earn higher profits.
Answer:
The answer is 9.18 percent.
Explanation:
Return on equity = Net income(profit) / Total equity.
We need to find net profit and equity.
1. To find net income:
Profit margin = profit/sales
So profit = 0.05 x $3,900
= $195
2. To find asset:
Total debt ratio = total debt(liabilities)/ assets
Total debt = 0.41 x $3,600
Total debt(liabilities) = $1,476
Equity = Assets - liabilities
$3,600 - $1,476
= $2,124.
Therefore, return on equity is:
$195 /$2,124
0.0918
Expressed as a percentage
9.18 percent.
Answer:
B) More; even minor
Explanation:
Illiquid (or exotic) currencies are foreign currencies that are not generally traded in exchange markets. They trade at very low volumes and are usually extremely volatile since both the demand and supply is very limited. Since there are very few suppliers and consumers of exotic currencies, any additional transaction can result in large changes in their value.
Answer:
Fink's revenue from insurance premiums for the current year is: $13,500,000
Explanation:
Insurance premiums recognised for the current year -
Insurance collected + Beginning Deferred premiums account - Ending Deferred premiums account
= $ 17,900,000 + 4,000,000 - 8,400,000 = $13,500,000
Answer:
-$155,000
Explanation:
The quantity of inventory that would be reduced= -105000
The decrease in parts inventory = 10000
Decrease from year 1 to 6 = -10000*6
= -60000
Then the net working capital
= 105000 + 10000 - 60000
= $155000
Therefore the net working capital for this project in the sixth year is = -$155000
