Answer:
Acceptable
Explanation:
If the company believes it can lower their advertising expenses by reducing TV spots in December, it is a normal operation. What shouldn't be considered normal, would be that the TV spots in December are not reduced, but the billing is delayed so that it can be included in next year's income statement. All expenses incurred during the year, should be included in the income statement of that year.
Answer:
The correct word for the blank space is: Technical Complexity.
Explanation:
The Technical Complexity of a manufacturing company implies analyzing at what level technology is implemented in the firm to maximize its production process. While this could represent a big cost-savior to the organization, it is a disadvantage for employees because this scenario decreases the number of job positions available.
Answer:
The company should innovates its portfolio, and marketing policies.
Explanation:
Answer:
b. the market price and the minimum price a seller is willing to accept
Explanation:
The formula to find out the producer surplus is shown below:
Producer surplus = Market price - minimum price to sell the goods
It shows a difference between the market price and the minimum price for accepting the price
Let us take an example, the market price is $10 and the minimum price for accepting the price is $5
So, the producer surplus equal to
= $10 - $5
= $5
Answer:
The return on stock XYZ is 3.2
Explanation:
The expected return on a stock whose returns differ based on different scenarios can be calculated by multiplying the return in a scenario by the probability of that scenario and taking a sum of all such scenario returns after they have been multiplied by their respective probabilities.
The formula can be written as,
Return on a stock = rA * pA + rB * pB + ... + rN * pN
Where,
- r represents the scenario returns
- p represents the probability of scenarios
Probability of normal state (x) = 1 - (0.15 + 0.1 + 0.2) = 0.55
Return on stock XYZ = 0.35 * 0.15 + 0.08 * 0.55 + 0.01 * 0.1 + (-0.33) * 0.2
Return on stock XYZ = 0.0315 or 3.15% rounded off to 3.2%