The net present value of the proposed investment is closest to $5,146.
Net present value = Present value of cash-flows - Initial investment
<u>Given Information</u>
PV of cashflows at 18%
Cash flows PV at 18% P.V. of cash-flows
$12,000 (Cost saving) 3.127 $37,524
$6,000 (Salvage) 0.437 <u>$2,622</u>
Total <u>$40,146</u>
Net present value = $40,146 - $35,000
Net present value = $5,146
Therefore, the net present value of the proposed investment is closest to $5,146.
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Answer: Average handle time
First contact resolution
Explanation:
Since the center manager needs to measure the productivity of the agent and the customer satisfaction, the report that should be recommended by a consultant would be the average handle time and the first contact resolution.
The average handle time shows the time taken for a transaction to be completed. This can be used to determine the productivity of agents. Also, first contact resolution can be used to determine customer satisfaction as it shows the number if queries that were successfully resolved.
Answer: periodic inventory system
Explanation:
The type of inventory system used by Badger Enterprises is the periodic inventory system. The periodic inventory system is an inventory whereby updates are usually done on periodic basis.
In the periodic inventory system, physical count of inventory is done at specific intervals. This is the method used by the company in the question.
Answer: the Specialist/DMM has therefore guaranteed $25 to the trader.
Explanation:
A floor broker is simply referred to as an exchange independent member who acts as a broker for members who are being overloaded with orders
A floor broker enters the crowd around the Specialist's (DMM's) post to buy 20,000 shares of ABC at the market for a public customer. The Specialist (DMM) tells the trader "20,000 shares of ABC have been stopped at 25." This means that the Specialist/DMM has therefore guaranteed $25 to the trader
Answer:
6.0%
Explanation:
Given that :
Marginal income tax rate = 32%
Interest rate before taxes = 8.8%
Annual after-tax rate of return if bond matures in 10 years will be the same as the annual after tax rate of return since the annual rate is constant.
Hence,
Annual after tax rate of return = Interest rate × (1 - tax rate)
Annual after tax rate = 8.8% × (1 - 32%)
Annual after tax rate = 0.088 × (1 - 0.32)
Annual after tax rate = 0.088 × 0.68
Annual after tax rate = 0.05984
= 0.05984 × 100%
= 5.984% = 6.0%
