It is important for an entrepreneur to have <u>area of specialization</u> when approaching an angel investor or venture capitalist
Just as the venture capitalist has to be careful in selecting his investment, the entrepreneur should also take several factors into account while selecting a venture capitalist. The entrepreneur should take care in selecting the right venture capitalist to approach based on the venture capitalist's area of specialization.
The entrepreneur while approaching venture capitalist should have a detailed and well organized business plan as is the only way to gain a venture capitalists attention and obtain funding. They do not invest on a two page summary.
Hence, it is important for an entrepreneur to have area of specialization.
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when hilton hotels hired ross klein and amar lalvani from starwood hotels, klein and lalvani took many electronic documents with them from starwood. what they did was simply good business and presented no ethical problems.
This problem is a False Statement.
What is ethical problems?
An ethical problem, also known as a moral problem or ethical paradox, arises when a person must choose between two possibilities, none of which are wholly ethically acceptable.
Therefore,
This problem is a False Statement.
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Answer:
C) price lining
Explanation:
Based on the information provided within the question it can be said that Holly’s Candle Shop appears to be using price lining. This refers to a business decision in which a range of products from the same product line are priced differently depending on the difference in quality. Which is most likely the case in Holly's store since she sells only candles but the higher quality candles are priced at $10 while the lowest quality ones are priced at $6.
It would be powdered..according to my mom lol
Answer:
The correct answer is C: $4300
Explanation:
Giving the following information:
They will invest an equal amount each month for 5 years.
This account will earn 6% per year(0.5% per month)and will have $300,000 at the end of the 5-year term
We need to use the following formula:
final value= {A[(1+i)^n-1]}/r
A= cuota
i= monthly interest
n= 60 months
Isolating A:
A= (FV*i)/[(1+i)^n-1]
A= (300000*0.005)/[(1.005^60)-1]
A= 1500/0.34885= 4300
