The San Francisco Giants sell tickets based on <u>dynamic pricing</u>, <span>where the prices often change based on demand and other variables.
This means that these tickets are based on how much a regular customer is willing to pay. There is an approximate price that seems reasonable for customers, and it can fluctuate, but still it is the best way to buy or sell something and profit after it. </span>
If the company requires a return of 10 percent for such an investment, calculate the present value of the project.
The present value of the project is $72349.51.
Since we consider only incremental cash flows for a project, we consider $21,600 for year one and calculate a 4% increase for each of the additional years.
We then calculate the Present Value Interest Factor (PVIF) at 10% for four years using the formula :
PVIF = 1 / [(1+r)^n]
Next, we find the product of the respective cash flows and PVIF for each year.
Finally, we find the total of the discounted cash flows for the four years to find the Present Value of the project.
Answer: they were generic, and they had no unique value communicated
Explanation:
Value proposition refers to the promise
that's made by an organization to its customers indicating why a product should be bought.
Since Clay looked through ten different propositions and found them to all be ineffective, the reason attributed to this will be due to the fact that the propositions were generic, and had no unique value communicated.
Answer: $744,000
Explanation:
The amount that should be reported in the balance sheet for the patent, net of accumulated amortization, at December 31, 2020 will be:
First, we have to calculate the amortization recorded up to 2019. This will be:
= (1,240,000 / 10) x 2
= 248,000
The we calculate the amortization to be recognized in 2020. This will be:
= (1,240,000 – 248,000) / 4
= 248,000
The amount that should be reported in the balance sheet for the patent, net of accumulated amortization, at December 31, 2020 will be:
= 1240000 - 248000 - 248000
= $744,000
