Answer:
minimize
Explanation:
Tax Liability refers to the tax amount owed by the person or company and which is paid to the local tax authorities. However, there are certain rules that assist in calculating the tax liability of an individual or company. In order to minimize this amount an individual or a company needs to properly plan their financial benefits (such as income, savings and/or dividends) and discuss with tax consultant on the best way to minimize the tax liability.
Answer:
D: Optimum Order size
Explanation:
Economic Order Quantity (EOQ) is a formula applied in logistic and supply chain management to calculate a business's ideal order size. As the name suggests, the order EOQ provides an order quantity that makes economic sense.
Economies of scale suggest that a bigger order size is better because the business will save transport costs. However, ordering in large quantities increases the cost of holding stock. The economic order quantity strikes a balance between these two important factors.
Answer:
b) Larceny at the point of sale
Explanation:
Larceny at the point of sale -
It is a type of fraud , where the employee itself steal money from the employer during the point in the business , when is the sale is been made .
This type of fraud is very commonly seen in the retail business .
Same case is shown in the question data , where Jan Ashley , who works for the R & S departmental store , tries to steal money during the sale .
It means your order should leave (usually does not mean always) the warehouse ( or the store) within 1 or 2 days after your order is received.
The arrival time will depend on how your order is shipped.
Answer and Explanation:
The computation is shown below:
a. Current PE ratio is
For Pacific energy company
= Price ÷ Earnings
= ($967,000 ÷ 0.13) ÷ ($967,000)
= 7.69 times
For U.S Bluechips
= Price ÷ Earnings
= ($967,000 ÷ 0.13) ÷ ($967,000)
= 7.69 times
b. The new PE ratio is
= Price ÷ Earnings
= (($967,000 + $117,000) ÷ 0.13) ÷ ($967,000)
= 8.62 times
c. The new PE ratio is
= Price ÷ Earnings
= (($967,000 + $217,000) ÷ 0.13) ÷ ($967,000)
= 9.42 times