Answer:
The expected return on this stock is 11.38%.
Explanation:
We apply the Capital Asset Pricing Model (CAPM) to solve the problem.
Under the CAPM, we have:
Return on a stock = Risk-free rate + Beta * ( Return on Market - Risk free rate).
in which:
Risk-free rate is given at 3.1%;
Beta is given at 1.15;
Return on Market is given at 10.3%;
So:
Return on a stock = Risk-free rate + Beta * ( Return on Market - Risk free rate) = 3.1% + 1.15 * ( 10.3% - 3.1%) = 11.38%.
Thus, the answer is 11.38%.
Lower less would work for the lower wages and their would be a shortage of hair dressers
My guess is fridge you can always use Google too for some more opinions
Answer:
inflation
Explanation:
The inflation rate refers to the rate at which the general price level of the goods and services sold in a country increase from one period to another. Generally inflation is measured in a quarter or yearly basis. A low inflation rate, like the one experienced during the 1990s is generally considered good and healthy for an economy.
When the inflation rate is extremely high, at least 50% per month, it is defined as hyperinflation.
Answer:
Provided in Explanation
Explanation:
This is a very general question however I’ll try to answer it to the best of my knowledge.
If I use my own assumptions then these will be the Projections:
Selling Price $79.99 Selling Price $69.99
Cost of Sales/unit $40.00 Cost of Sales/unit $40.00
Expenses/unit $15.00 Expenses/unit $15.00
Demand @ $79.99 1000 Demand @ $69.99 1200
Sales $79,990.00 Sales $83,988.00
Cost of Sales $40,000.00 Cost of Sales $48,000.00
Expenses $15,000.00 Expenses $18,000.00
Profit $24,990.00 Profit $17,988.00
The final decision however relies on the Price Elasticity of the Product. If the Product is Price elastic then lowering the Price will lead to a significant rise in Demand. However if the Product is Price inelastic then lowering the Price will not lead to a significant rise in Demand and thus profit margins will be lowered. If the Product is Price inelastic then it is better to increase prices in order to gain more profits. In the case of Unit Elasticity the change in Demand will be at the same proportion as price change so it won’t be of any use to change the Price.