Answer:
a. Developing a robust marketing program to promote the social justice elements of the business and gain insights into consumer purchasing behavior on the website
Explanation:
In order to sustain the business, the entrepreneur should create a robust marketing program in which he is able to promote the components of social justice and also the behavior of the consumer on the website so that he gets to know how much people are active in his website, what are the problem people are facing, etc
Hence, the correct option is a
Answer:
0 gain ; 72,000 basis
Explanation:
Given that
Outside basis at the end of the year = $112,000
Received a proportionate operating distribution in cash for $40,000
So by considering the above information, the amount of gain or loss is zero as she does not recognized in the distribution and her basis in her partnership interest is the remaining amount i.e
= $112,000 - $40,000
= $72,000
Answer:
The following are 3 against reasons for the reconstruction of Greensburg as the "green city":
Explanation:
Following are the reasons and the counter reasons:
Reasons:
- Its tornado was something which will never be large as ever before, in which the city has been harmed and 95% of his residences have been destroyed. It also offers you to recreate the green city.
- The creation of a green city would also enable many cities to the devastated area to integrate with green technology.
- The Greenburg would become an icon with style as well as a prototype for the building of a clean energy city.
Counter Reason:
- The green tech isn't cheap and it would put pressure on the public resources.
- When a tornado of the same size hit Greenburg, then nobody would cause a serious source of financial and private assets.
- The city should give priority to tornado refugee camps that are capable of protecting public goods instead of building a green culture.
In the problem, the given data is the mean and the
variance. Now to solve this problem, we must remember that the formula for
variance is:
Variance = s^2
Where s is equivalent to the standard deviation,
therefore:
s = sqrt (Variance)
Calculating for the value of the standard deviation given
Variance = 184:
s = sqrt (184)
s = 13.56 % (ANSWER)
