Answer: 5.15%
Explanation:
The Constant Dividend Growth Model is used to calculate the price of a stock given the next dividend that will be paid on it, its required return and its constant growth rate by the formula;
Price = 
$92.51 = 
9.084482 - 92.51g = 4.32
9.084482 - 4.32 = 92.51g
92.51g = 4.764482
g = 0.0515
g = 5.15%
<u>Calculations of Net Income for the period (Assuming the Accrual Method of accounting):</u>
It is given that Revenue on account amounted to $4,400. Expenses for the period were $2,300.
The Net income for the period using the Accrual Method of accounting can be calculated with the help of following formula;
Net Income = Sales Revenue – Expenses
= 4400-2300
= 2100
Hence, the net income for the period is <u>$2,100</u>
Answer:
A)
Goods A B C D E F
Candy Bars 0 4 8 12 16 20
Bags of Peanuts 10 8 6 4 2 0
B) graph
the slope of the line = 1.5 / -0.75 = -2
the opportunity cost of one more candy bar is 1 bag of peanuts (actually half a bag of peanuts, but you cannot purchase half of something).
the opportunity cost of one more bag of peanuts s 2 candy bars.
C) it doesn't tell me which combination to buy, it only tells me the possible combinations.
D) if I had won $30, the slope would have been the same, the total number of items purchased would have changed, increasing the available combinations.
Answer: Manufacture Inventory further and sell for $30,000
Explanation:
To make this decision we would have to calculate the benefit that could be acquired from manufacturing further.
Amount net benefit if manufactured further and sold for $30,000
= 30,000 - 12,000
= 18,000
There would be a net benefit of $18,000 of manufactured further.
If Marigold Corp. sold at the scrap value there would get $14,000.
We can see that Manufacturing further and selling for $30,000 is the better option as it brings more money. It should therefore be chosen.
Answer:
<h2>The correct answer in this case is option C. or MU(c)/P(c)>MU(d)/P(d).</h2>
Explanation:
Under consumer equilibrium theory for two commodity model,a rational consumer maximizes his or her utility when the marginal utility(MU) obtained from consuming one good is equal to the same of the other.This is the fundamental essence of the Law of Equimarginal Utility in Economics.Now,in this case,the consumer will purchase more of good C than good D if the Marginal utility obtained from one unit of good C or MU(c) for the money spend on consumption of good C or price of C,P(c) is greater than the marginal utility obtained from consuming 1 more unit of good D or MU(d) for money spend on purchase of good D or price of that particular unit of D or P(d).Therefore,since the marginal satisfaction compared to the amount of money spend for the consumer is higher for good C compared to the other or good D,it will increase the total utility level of the consumer from that particular consumption bundle or pattern.Hence,he or she will spend more on the consumption of good C than good D.
