Answer:
The correct answer is the first option: To impose a minimun price per gallon of tap water consumed that is five cents greater thant the actual price.
Explanation:
To begin with, if the local government is looking forward to reduce the consumption of the tap water due to the decrease in the level of water in the lakes of Chapel Hill, then it must impose a minimum price per gallon of tap water consumed that is five cents greater than the actual price <u>due to the fact that when the citizens continue to consume the tap water they will have to pay 5 cents more every time the exceed the gallon of water consumed</u>, therefore <em><u>paying more than one time the 5 cents extra</u></em> in the consumption instead of paying just one single time the 5 cents due to the simple consumption of water as it is suggested in the other option.
To sum up, if the government charges 5 cents more every gallon of water then the people will decrease their consumption because everytime they passed the gallon of water then they will have to pay another extra 5 cents and so on.
Answer:
75,000
Explanation:
300,000-50,000 = 250000*6%*5
Invest in emerging markets around the world (<span>Aggressive growth).</span>
Answer:
the material handling cost per wall mirror is $500
Explanation:
The computation of the material handling cost per wall mirror is as follows;
= Budgeted material-handling costs ÷ material moves × moves ÷ number of wall mirrors
= $50,000 ÷ 20 × 5 ÷ 25
= $500
Hence, the material handling cost per wall mirror is $500
The same is to be considered
When marginal revenue is equal to the marginal cost, then the firm should increase the level of production to maximize its profit.
Marginal revenue simply means the increase in revenue that a company makes as a result of selling an additional output of good. Marginal cost is the cost that a company incurs for production of one extra unit of good.
It should be noted that when the marginal cost if a firm is more than the marginal revenue, it means that the firm is producing too much.
When the marginal revenue of the firm equals the marginal cost, then the firm should maximize its profit.
The correct option is A.
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