Answer and Explanation:
The computation of the payback period for each investment is shown below;
For Option 1
= Initial Investment ÷ Annual Cash Flow
= $280,000 ÷ $134,569
= 2.081 Year
Here Annual cash inflow is
= Net income + Depreciation
= $80,769 + (($280,000 - $11,000) ÷ 5)
= $134,569
For Option-2
= Initial Investment ÷ Annual Cash Flow
= $200,000 ÷ $70,429
= 2.84 Year
Here Annual cash inflow is
= Net income + Depreciation
= $44,000 + (($200,000 - $15,000) ÷ 7)
= $70,429
Answer:
B)tie-in sales.
Explanation:
Theses are the options for the question;
A. misrepresentation.
B. tie-in sales.
C. reciprocity.
D. price discrimination.
E. kickbacks
From the question, we are informed about a statement ""I'll let you sell the Harley-Davidson designer clothes only if you'll also sell a new line of clothes designed by Paula Abdul, too."
This statement made by a salesperson to a specialty retailer is potentially an example of tie- sales and may be in violation of the Clayton Act prohibition if the action substantially lessens competition.
It should be noted that tie - in sales in finance means that when a cusumer buys a goods he/she must buy the other product, it simply means the products are tied, and this is opposite of Clayton Act which was set up to bring end to transactions that can lead to monopolies.
Answer:
True
Explanation:
Generic goods are the products which are named by their product type. The store have many generic goods with lower prices than nationally known brand names. Freddie's Market is also offering its customers generic goods like tissues , napkin and various detergents with no specific brand name. These goods will be less expensive than the brand labelled goods.
Answer: 90.32%
Explanation:
Weekly demand (d) = 120
Standard deviation = 10
Lead time (l) = 4
Reorder point = 506
The reorder point is calculated as:
506 = 120 × 4 + Z × 10 × ✓4
Solving for Z will give us 1.3
Then, we check this in the z table which will give us p = 0.9032
Therefore, the service level is 90.32%.
Answer: 0.2
Explanation:
The Gini coefficient also referred to as the Gini index is a statistical measure of distribution that depicts economic inequality through the measure of income distribution or wealth distribution among the population. Gini coefficient ranges from 0 to 1, with 0 meaning perfect equality and 1 meaning perfect inequality. Gini coefficient values over 1 are also possible as a result of negative income or wealth.
Since the formula for the GINI coefficient in the Lorenz curve has been given as: (Yellow Area) / (Yellow Area + Green Area) and yellow area is 0.1 and green area is 0.4.
Gini coefficient= 0.1 /(0.1+0.4)
= 0.1/0.5
= 0.2
