Answer:
C) $77,090
Explanation:
June 69000 (40% in July, 50% in AUgust)
July 80000 (40% in August, 50% in Sepetember)
August 77500 (40% in September, 50% in October)
September 77900 (40% in October)
October 71800 (10% in October)
Total budgeted cash payments in October = 71,800 x 10% + 77,900 x 40% + 77,500 x 50% = 77,090
Answer:
D) an ineffective marketing plan.
Explanation:
Product liability is defined as the liability that manufacturer bears when he puts defective product in the hands of the consumer.
Manufacturers are liable for damages that occur from the use of their products. They are also responsible for providing adequate instructions on use of the product and warning of adverse effects a user can experience.
SmartTalk, Inc produces cell phones and related accessories. They have product liability when there is a manufacturing defect, design defect, and inadequate warning on use of the product.
However the company does not have product liability for ineffective marketing as this is related to how well the company sells the product and not if the product is defective.
Answer: largely efficient
Explanation:
The fact that less than half of all equity fund managers beat the market in most years indicate that the stock market is largely efficient.
According to the strong-form hypothesis of the efficient market, when there is an efficient market, all the private and public information would be reflected in the prices of the stock.
Answer:
Option (D) 16.57%
Explanation:
Data provided in the question:
Realized gain
r₁ = 20%
r₂ = 20%
r₃ = 10%
Now,
Geometric average =
- 1
here,
n = 3
therefore,
Geometric average =
- 1
or
Geometric average =
- 1
or
Geometric average = 1.1657 - 1
or
Geometric average = 0.1657
= 0.1657 × 100%
= 16.57%
Answer: <u><em>Depreciation for the first year = 17825</em></u>
Explanation:
Given:
Machine purchased for $125,000
Salvage value of $10,000
Output = 100,000
First year of operation, Output = 15500
First, we'll evaluate depreciation per unit over the entire life of the machine:
i.e. ![Depreciation\ per\ unit = \frac{ Purchasing\ cost - Salvage\ value}{Total\ units\ produced}](https://tex.z-dn.net/?f=Depreciation%5C%20per%5C%20unit%20%3D%20%5Cfrac%7B%20Purchasing%5C%20cost%20-%20Salvage%5C%20value%7D%7BTotal%5C%20units%5C%20produced%7D)
Depreciation per unit = ![\frac{125000 - 10000}{100000}](https://tex.z-dn.net/?f=%5Cfrac%7B125000%20-%2010000%7D%7B100000%7D)
<em>Depreciation per unit = 1.15</em>
Now, we'll compute the depreciation for the first year:
Depreciation for the first year = Depreciation per unit × Output (first year)
Depreciation for the first year = 1.15 × 15500
<u><em>Depreciation for the first year = 17825</em></u>