The number of clicks that a person can receive in a given day will be ranging from 380 to 289 clicks if the cost is between $1.71 to $2.25.
<h3>What do you mean by ad clicks?</h3>
Ad Clicks are an advertising metric that counts the range of instances customers have clicked on a virtual commercial to attain a web property.
In the pay-per-click model, users bid on keywords and pay for each click on their advertisements.
As per the information, we can divide the total budget by the cost given to get the maximum amount of clicks per day.
Thus, the number of clicks that a person can receive in a given day will be ranging from 380 to 289 clicks.
Learn more about ad clicks here:
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Answer:
b. there are no gains from specialization and trade between the two countries.
Explanation:
If the two countries are producing goods with the same opportunity cost, then there is no need or advantage gained from the trade of goods between these two countries.
Usually, countries trade with each other if one has a comparative advantage of producing one good over the other trading country. Then in this case is can specialize in making that good and trade the excess to the other country.
However, in the case when two countries are producing apples and oranges. And opportunity cost producing orange for country 1 is one apple and same for country 2
Opportunity cost for Country 1 : 1 Apple = 1 Orange
Opportunity cost for Country 2 : 1 Apple = 1 Orange
Then countries will gain no additional benefit from specializing in one good.
Answer:
They would need to buy $64,068.981 in U.S treasury bonds on Ava's second birthday to ultimately provide $120,000 for college expenses in 16 years.
Explanation:
The initial amount to be invested in order to yield $120,000 after 16 years can be expressed as;
F.V=P.V(1+R)^n
where;
F.V=future value of investment
P.V=present value of investment
R=annual interest rate
n=number of years
In our case;
F.V=$120,000
P.V=unknown
R=4%=4/100=0.04
n=16 years
replacing;
120,000=P.V(1+0.04)^(16)
120,000=P.V(1.04)^16
120,000=1.873 P.V
P.V=120,000/1.873
P.V=$64,068.981
They would need to buy $64,068.981 in U.S treasury bonds on Ava's second birthday to ultimately provide $120,000 for college expenses in 16 years.
