Financial managers should strive to maximize the current value per share of the existing stock to: maximize shareholders' wealth.
What is the overriding goal of financial management?
The main objective of financial management is to increase shareholder's wealth such that share price increases in value year-in-year-out.
The financial managers would achieve this goal by investing in projects whose net present value is positive, in other words, the NPV per share is the expected increase in value per share of existing stock.
In short, financial strategies put in place to achieve increasing share price year-in-year-out are aimed at wealth maximization
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It is helpful to ask follow-up questions if someone from another culture responds in way you did not expect because the person may not perceive the situation the same way you do.
Answer:
both raising taxes and reducing government spending, reduce the amount of money in the economy and reduce inflationary pressure on prices
Explanation:
Inflation is a situation where prices of goods and services become high. It can be caused by increased sand where consumers are willing to spend more on goods, or by an increase in production cost forcing suppliers to increase price.
The government can take various measures to control price increase during an inflation.
If money supply is reduced by less government spending and increased tax, there will be less tendency for price to increase.
Consumers will not be able to buy at the high price so suppliers are forced to reduce their prices
Answer:
The firm’s (choose one): loss per acre will be $ 192
Explanation:
Instructions: Enter only whole numbers for your answer. Enter a positive number after identifying profit or loss.
Wage to workers = 160 hrs x $6.20
= $992
Equiptment costs = $150 per month
Normal profit required = $50
Total cost = $992+ $150 +$ 50
= $1192
Total revenue per month = $1000
Profit = Total revenue per month - Total cost
= $1192-$1000
= -$192
Solution:
Smooth the pattern as well as the arrangement to get the outlook this year.
S(Week 5) = TAF(Week 5) + alpha*(Actual(Week 5) - TAF(Week 5))
= 75 + 0.5(65 - 75) = 70
S(Week 6) = TAF(Week 6) + alpha*(Actual(Week 6) - TAF(Week 6))
= 65 + 0.5(50 - 65) = 57.5
T(Week 6) = T(Week 5) + beta*(TAF(Week 6) - TAF(Week 5) - T(Week5))
= -5 + 0.1(65 - 75 - (-5)) = -5 + (-0.5) = -5.5
Therefore, TAF(Week 7) = S(Week 6) + T(Week 6) = 57.5 + (-5.5) = 52.0