Answer:
Depreciation expense= $7,612.5
Explanation:
Giving the following information:
Purchase price= $66,000
Salvage value= $5,100
Useful life= 8 years
<u>First, we need to determine the depreciation expense for the whole year. We will use the following formula:</u>
<u></u>
Annual depreciation= 2*[(book value)/estimated life (years)]
Annual depreciation= 2*[(66,000 - 5,100) / 8]
Annual depreciation= $15,225
<u>For 2020:</u>
Depreciation expense= (15,225/12)*6= $7,612.5
Answer:
A. Landscape lawns produce positive externality.
B. Sports vehicle generates a positive externality
C. Walk to work creates positive externality.
D. Cigarettes create a negative externality.
Explanation:
Positive externality occurs when society gets benefit from a persons act. Susan has created lawns near her house and there are beautiful flowers in the lawn. This will be relaxing for those who pass near by the lawns. There will be fresh air coming from the lawn and society will look pleasant.
Negative externality is one in which society is harmed by the act of a person. This happens when Anita smokes at a bus stop. There are other travelers who will be present at the bus stop might be harmed from the smoke which arises from the cigarette.
Answer:
C. 25.5%
Explanation:
Net operating cashflow = (250,000 - 100,000) = 150,000; This is a recurring cashflow; the PMT
Cost of equipment; the PV = 400,000
Next, calculate the rate of return using Net operating cashflow per year and the equipment cost. You can do this with a financial calculator;
N =5
PMT = 150,000
FV = 0
PV = -400,000
then CPT I/Y = 25.41%
Therefore the return is closest to 25.5%
Answer:
A).The franchisor provides a tried and tested product to sell
C ). The franchisee receives ongoing help and support from the franchisor
Explanation:
A franchise is an arrangement where an established and successful business person( franchisor) licenses a third party( franchisee) to set up an independent branch similar to the franchisor business. The franchisor permits the franchisee to use their brand name, colors, processes, and procedures and sell their products. Therefore, the franchisee's branch will be similar in all aspects to the other franchisor's branches.
The franchisor provides technical, operational, and managerial support to the franchisee. The franchisee pays an initial fee and a percentage of monthly sales to the franchisor to open a franchise business.
