The activity that play an important role in connecting brands to consumers in the final phases of the buying process is C. Retailing.
<h3>What is the role of retailing in the buying process?</h3>
Retailing refers to the set of activities that allow for consumers to be able to access goods and services that were produced by different companies and brands. The process of retailing often comes in the final phases of the buying project as it involves the consumers who are the end stage of the buying process as they are the ones to consume the goods and services being sold.
Retailing is therefore hugely important because it connects the brands to the consumers that they serve . Without retailing, companies would make products and services and be unable to sell them to anyone as they would not have any connection to the final consumers .
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Answer:
Many large corporations want to become more like small businesses because they want to make their firm more flexible, resourceful, innovative, and competitive. ... For businesses based off the internet, they are able to adapt to market changes quickly.
Answer:
B
Explanation:
Original Cost -$120,000
Useful life -10 years
Residual Value - $20000
Annual depreciation - $(120,000-20000)/10 = $10,000
Accumulated depreciation for 4 years = 10*4= $40000
Book value at disposal = $120,000-$40000= $80000
Sales value = $35,000
Loss on disposal = $80,000-$35000= $45,000
Answer:
Projects D and E should be purchased.
Explanation:
since the firm's capital structure is 60% debt and 40% equity, it can pursue up to 2 projects. Only projects D, E and F have an internal rate of return higher than the company's WACC, so project G is discarded immediately.
Since projects D and E have a higher IRR, they should be selected.
- project D: $70,000, IRR = 18%, debt = $42,000, equity = $28,000
- project E: $85,000, IRR = 15%, debt = $51,000, equity = $34,000
- total equity invested = $62,000
Answer:
C. 1.40x
Explanation:
1. Production:
November through February: x rakes/month* 4 months = 4x rakes.
2. Shipping and storage costs
March= 4x (initial stock) - x/2 (shipped) = 3.5 x (in stock) * 0.1$ = $0.35
April = 3.5x (stock at end of March) - x/2 (shipped) = 3x*0.1$ = $0.30
May = 3x (stock at the end of April) - x/2 (shipped) = 2.5x*0.1$ = $0.25
June= 2.5x (stock at the end of May) - x/2 (shipped) = 2x (in stock) * $0.1 = 0.2$
July = 2x (stock at end of June) - x/2 (shipped) = 1.5x*0.1$ = $0.15
August = 1.5x (stock at the end of July) - x/2 (shipped) = 1x*0.1$ = $0.1
Sept= 1x (stock at the end of August.) - x/2 (shipped) = 0.5 x (in stock) * $0.1 = $0.05
October = 0.5x (stock at end of sept.) - x/2 (shipped) = 0*$0.1 = $0
Total storage cost= $0.35x+$0.30x+$0.25x+$0.20x+$0.15x+$0.10x+$0.05x+$0x
Total storage cost = $1.40X
