Answer:
correct option is B. $1,300
Explanation:
given data
loan = $65,000
pay = 2 points
solution
As we know normally point worth = 1%
and they pay 2 point so that
2 point = 2 % = 0.02
so pay at closing for the points will be
pay closing for the points = 0.02 × loan amount .....................1
pay closing for the points = 0.02 × $65000
pay closing for the points = $1300
so correct option is B. $1,300
Answer:
Unemployment rate is 25%
Explanation:
The percentage of people eligible for job and not currently involved in paid work or self employed and available for work as well is called rate of unemployment. It is the percentage of people who is not currently woking seeking the job.
Labor Force = Employed persons + Unemployed persons
Labor Force = 24 million + 8 million
Labor Force = 32 million
Unemployment rate = ( Unemployed persons / Labor force ) x 100
Unemployment rate = ( 8 million / 32 million ) x 100 = 25%
Answer: a. $4,000
b. $5,000
Explanation:
a. If she can sing at each wedding but decides to maximise profits, she will only sing at the weddings of those paying her $200 as it is the higher of the two payment options.
Should she sing at the $200 customer weddings, she would make;
= 20 people * $200
= $4,000
b. Price Discrimination is the charging of different types of customers different prices for the same or similar goods.
If your friend knows how to perfectly charge the two different groups the different prices that they value her at then she will be able to attend and sing at both weddings making her revenue;
= (10* $100) + (20 * $200)
= 1,000 + 4,000
= $5,000
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The National Science & Mathematics Access to Retain Talent Grant (National SMART Grant) is the grant given to the third or fourth year college students who want to do major in scientific or mathematical fields like physical, life, engineering, mathematics, medical, languages, etc.
To apply for the SMART grant students apply through free application of federal student aid and then if they receive the grant they can do their higher studies in their preferable fields which come under SMART grant.
I think that the answers is c