Answer:
$50,000
Explanation:
The theatre should record the securities at the date of donation for $50,000 because for donated securities, they are usually recorded at the fair value upon receipt. Also, for contribution - which is a gift, usually measured at the fair value when received to the not for profit organization , same applies to securities.
Answer: (B) Promotional strategy
Explanation:
The promotional strategy is one of the type of marketing strategy in which the various types of products and the services are get promoted by the various types of techniques such as public relation, advertising, sales promotion and the social media.
The promotional strategy provides various types of benefits as it increase the productivity of the products and the services in the market.
There are usually four types of promotional strategy that are:
- Advertising
- Personal selling
- Publicity
- Sales promotion
Therefore, Option (B) is correct.
S-corporation business ownership
What is S-corporation?
S corporations are the corporations that elect to pass corporate income, losses,or deductions, and credits through to their shareholders for federal of taxes purposes.
Shareholders of S corporations report the flow through of the income and losses on their personal tax returns and are assessed tax at their individual income tax rates.
Learn more about S corporations here
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Answer:
The amount of $71,760 , is offered by the company for the stadium naming rights.
Explanation:
As the total cost for the sponsorship is $78,000 but the cost has 8% revenue for the naming sponsorship. Therefore,
= Amount × % of revenue
= $78,000 × 8%
= $6,240
In order to compute the amount which is offered to pay for the stadium rights, the revenue amount to be deducted from the administrative cost:
= Cost - Revenue
= $78,000 - $6,240
= $71,760
Answer:
11414.87205 units.
Explanation:
We have Underage cost cs to be $500
We have Overage cost Co to be $200
To get Critical fractile, we do this computation:
Cs/(Cs+Co)
500/(500+200)
500/700
0.714285714
Now the z score for this value,
normsinv(0.714285714)
= 0.565948821
To get what the question requires: mean+z-score*standard deviation
= 10000+(0.565948821*2500)
= 11414.87205 units
<u>please </u><u>note:</u><u> </u><u>I solved this without rounding the values.</u>
<u>We will have 10000+(0.57*2500)=11425 units</u><u> </u><u>if</u><u> </u><u>rounded</u>