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loris [4]
2 years ago
5

Marcus, feeling stressed out from work, decided to search for a meditation app for his phone that would help him relax during th

e day. One app, CalmDown, appeared to be promising. It didn't have any reviews yet and looked to be a brand-new app, so he decided to try it out. He downloaded the app to his phone and opened it up. The first screen required he enter in his name and email address. At the very bottom of the screen it had some small writing, but Marcus didn't notice it and hit the continue button.
Had Marcus clicked on the link at the bottom of the screen, he would have seen the following:
The second screen stated "Three-day trial version- Free! $59.99 annual fee thereafter." Marcus was annoyed that the app would cost him almost $60 but figured he would set a reminder on his phone to cancel the app before the trial period expired so he wouldn't get charged. Plus, he wanted to see the app in action. If it was actually worth the price, he wouldn't mind paying the annual fee. He clicked "Continue" and put in his bank card information on the next screen. The following screen asked Marcus a series of questions about his stress level and what he felt caused stress in his life. He clicked "high" and "work" as the level and cause. He then completed the first CalmDown meditation in the app, but was not impressed with its functionality. Deciding he would cancel his subscription immediately, he went into the profile settings to try to find the cancel option but couldn't. He searched every possible place on the app but didn't see a way to cancel the subscription. Marcus decided to try to find the app's developer through their website, but a quick search didn't turn up anything. Already stressed and becoming more frustrated, Marcus decided to contact the app store. They informed him that he should be able to go into his app store account and cancel the subscription there. However, when Marcus went there, he didn't see the app as an option or as a subscription. Thinking that maybe his subscription didn't process, he just deleted the app from his phone.
Marcus didn't give the app or the subscription any more thought, becoming increasingly more distracted by the amount of stress at work. Four months later, Marcus was looking at his bank account online and noticed it was lower than it should have been. He began reviewing the charges and noticed multiple charges for $59.99 to a merchant named "CDgotU." He immediately remembered the app and contacted his bank to dispute the charges. His bank replied that due to the charges being debit withdraws he needed to dispute them within 2 days of being made. Moreover, if he had been diligent about watching his account, they could have put a block on the account and the remaining fraudulent charges would have been prevented. The bank representative also told him that he should try to get a refund from the company that charged him. After making his case with the bank representative for several hours about how he tried to cancel his subscription, he was unsuccessful. The bank's representative was able to provide Marcus a phone number attached to the Merchant account, but when Marcus called the number it was disconnected. The bank could not provide him with any additional information such as a company address or website.
After more internet searching, Marcus saw a number of other complaints online about the app, and noticed it had been removed from the app store and was no longer available for download. Marcus decided to bring an action against the company for fraud, breach of contract, conversion, and several other claims in his home state of Vermont.
The maker of CalmDown argues that it should not be subject to the jurisdiction of any state court other than Alaska. Which of the following, if true, is CalmDown's best argument against being subject to any other state's jurisdiction?
a. It merely conducted some activity outside of Alaska and that activity took place through a website.
b. This is not a federal question.
c. Its principle place of business is Alaska and it does not have locations in any other state.
d. The amount in controversy is not over $75,000.
Business
1 answer:
sweet-ann [11.9K]2 years ago
7 0

Answer: a. It merely conducted some activity outside of Alaska and that activity took place through a website.

Explanation:

CalmDown can use the defence that all it did was to conduct an activity through it's website and this happened to be outside Alaska.

As such the company is still bound by the state that it is registered in which in this case would seem to be in Alaska. They are not to be bound by the laws of another jurisdiction from the one they are registered to if the activity was done on the internet.

Marcus should therefore try to bring action against them in Alaska if he can.

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When every element in a salad could easily stand on its own, the salad is
Cerrena [4.2K]
The salad is mixed.
4 0
2 years ago
Suppose the market for gourmet chocolate is in long-run equilibrium, and an economic downturn has reduced consumer discretionary
VashaNatasha [74]

Answer:

a. Decrease

b. Decline

c. Exit

d. No change

Explanation:

The market for gourmet chocolate is in the long-run equilibrium, and an economic downturn has caused the consumer disposable income to fall. Chocolate is a normal good, and the chocolate producers have identical cost structures.

a. This decline in the consumer income will reduce the purchasing power of the consumers. As a result, the demand will decrease. The demand curve will move to the left.

b. This leftward shift in the demand curve will cause the price to decline, As the price falls, the profits earned by the producers will decline as well.

c. In the long run, the firms operate at zero economic profits. So a decline in profits imply that the firms are operating at an economic loss. This will cause the loss incurring firms to exit the market.

d. The long run supply curve will remain the same. It is not affected by change in profits, it changes only with change in the state of technology or availability of resources.

8 0
2 years ago
Suppose GDP in an economy is $3,542 billion. Personal Consumption Expenditures (C) are $2,343 billion, Government Spending (G) i
aleksandrvk [35]

Answer: -$45 billion.

Explanation:

Net Exports refers to Exports out of a country less imports into the country and it is a component of GDP using the Expenditure method. The other components include Government Spending, Investment and Consumption all of which are given in the above question.

The Net Exports are therefore;

GDP = Consumption + Investment + Government Spending + Net Exports

3,542 = 2,343 + 865 + 379 + Net Exports

3,542 = 3,587 + Net Exports

Net Exports = 3,542 - 3,587

Net Exports = -$45 billion

The Net Exports are negative which means that more goods were imported than were exported.

6 0
2 years ago
Investment X offers to pay you $4,200 per year for eight years, whereas Investment Y offers to pay you $6,100 per year for five
marishachu [46]

Answer:

PVxa = $27,132.00, PVya = $26,413.00,

Explanation:

Present value (PV) is the value of the future expected cash flow. PV rests on the idea that the worth of a cash received is more than that of the cash promised to be received in the future. To calculate PV a stream of incomes to be received a number of period in the future, the following formula is used:

PV = C[\frac{1-(1+r)^{-n} }{r} ]

Where PV = present value

C = cash flow amount from the investment

r = discount rate

n = number of period, in this case years, to receive the cash flow.

The PV formula above is therefore employed to answer the question as follows:

<u>Answer to question (a) </u>

<em>For Investment X in question (a)</em>

PVxa = $4,200 * {[1-(1+r)^-n]/r}

PVxa = $4,200 * {[1-(1+0.05)^-8]/0.05}

PVxa = $4,200 * 6.463212759

PVxa = $27,145.49      

<em>For Investment Y in question (a)</em>

PVya = $6,100*{[1-(1+r)^-n]/r}

PVya = $6,100*{[1-(1+0.05)^-5]/0.05}

PVya = $6,100 * 4.329476671

PVya = $26,409.81  

<u>Answer to question (b) </u>

<em>For Investment X in question (b)</em>

PVxb = $4,200 * {[1-(1+r)^-n]/r}

PVxb = $4,200 * {[1-(1+0.15)^-8]/0.15}

PVxb = $4,200 * 4.487321508

PVxb = $18,846.75  

<em>For Investment Y in question (b)</em>

PVyb = $6,100*{[1-(1+r)^-n]/r}

PVyb = $6,100*{[1-(1+0.15)^-5]/0.15}

PVyb = $6,100 * 3.352155098

PVyb = $20,448.15  

Where PVxa, PVya, PVxb and PVyb represents PV for X and Y in questions (a) and (b).

Decisions:

1. In question (a) part where the PV of $27,145.49 of X is greater than $26,409.81 of investment Y, it is better to invest on investment X.

2. In question (b) part where the PV of $20,448.15 of Y is now greater than $18,846.75 of investment X, it is better to invest on investment Y.

7 0
2 years ago
Suppose the civilian noninstitutionalized working-age population is 35.9 million in in a hypothetical economy. Of these, 4.9 mil
VikaD [51]

Answer:

24.05 million

Explanation:

The computation of the size of the total labor force is shown below:

Size of the labor force = Number of employed people + number of unemployed people

where,

Number of employed people = Number of people working full time + number of people working part time

= 14.53 million + 4.9 million

= 19.43 million

Number of unemployed people = Less than two weeks + two and four weeks ago

= 2.90 million + 1.72 million

= 4.62 million

So, the size of the labor force is

= 19.43 million + 4.62 million

= 24.05 million

3 0
2 years ago
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