Answer:
Option d: No statutes presently require websites to have or disclose a privacy policy.
Explanation:
A Privacy Policy
This is simply defined a legal document written statement that gives a clear description of how a company or website takes, analyse, handles and processes data of its customers mostly and a visitors. It gives or describes if the information is hidden.
Privacy laws in the world simply collect personal information from the website visitors, it is usually available with your mobile app. There has been no power put in place or statutes that require websites to have or disclose a privacy policy.
Answer:
Local Service account
Explanation:
The option of the accounts that allows full access to the system, while accessing other systems on the network is the Local Service account.
The Local System account is a predefined local account that is accessed by the service control manager and It has <u>extensive privileges on the local computer, and acts as the computer on the network</u>.
Answer:
a. Asarta Inc. could pay the fishermen $8,500 and keep polluting
Explanation:
The fishermen sell the fish for $8,000 a year at local market.
Due to pollution emitted by company into stream, their catch is dwindling and also their income.
The company benefits from usage of stream to the tune of $4,000 a year. In such scenario, if company compensates the fishermen for any amount between $8,000 and $40,000 then, in that case, optimal solution to the problem can be achieved in absence of any other transaction cost as per the Coase Theorem.
Therefore, The Asarta Inc. could pay the fishermen $8,500 and keep polluting.
Is this what you're asking?
given PW = AW×( ((1+i)^n - 1) ÷ (i×(1+i)^n) )
where we're finding i
and we know
PW = $10000
AW = $2940
n = 6
because we get i = 0.190981
and using that we find FW in
FW = -PW×(1+i)^n + AW×( ((1+i)^n - 1) ÷ i)
where
PW = $10000
AW = $2940
n = 6
we get FW = $0.03 approx $0
where i = 0, n is infinity... just look at the equations. if there is a discount rate of 0%, the discounted payback period is infinite