Answer:
c. $12,000
Explanation:
In this question, we assume the Fred and Wilma divorced in year i.e before 2019. Since in the question, it is given that the Fred paid $6,000 Wilma and $6,000 directly to the Law school Wilma is attending i.e not related to the child
Both payments are related to Wilma so we consider these payments and reflects the received payment which equals to
= $6,000 + $6,000
= $12,000
All other information which is given is not relevant. Hence, ignored it
Answer:
Advertising Personal is correct
Explanation:
Answer: Repeat
Explanation:
When the customers are adopting the product permanently and use in their daily life routine then, they known as the repeat purchasers. The repeat purchaser basically purchase the products very frequently.
The process of repeat purchasing basically indicate that the customer loyalty towards the particular brand and it maintain the customer relationship.
Therefore, if more than 60% of men purchasing the product Gillette fusion razor then they known as the repeat purchaser as they adopted the given product permanently.
Answer:
3-month real rate: 1.56%
30 years real rate: 4.42%
Explanation:
We will calcualte the future value of the bond and adjust by inflation:
3.months TB:
Principal 100.00
time 1 quarter
rate 0.01085 (4.34% divide into 4 quarter)
Amount 101.09
Adjusted for 2.78 annual inflation
Nominal 101.09
time 1 quarter
Inflation 0.0278/4 = 0,00695
PV 100.39
100.39 / 100 - 1 = 0.39% quarterly rate:
0.39 x 4 = 1.56% real rate.
Because the time is low and difference in rate is lower there is no subtancial difference between the accurate method and the simplier method : nominal - inflation = 4.34 - 2.78 = 1.56
Now we do the same for the 30 years TB
Principal 100.00
time 30.00
rate 0.07330
Amount 834.90
Maturity 834.90
time 30.00
rate 0.0278
PV 366.75
now we calculate the rate:
30√366.75/100 - 1 = 0.04427 = 4.42%
<span>Jason bought a used car and got a loan from his credit union
</span><span>The Overtons bought a new home and mortgaged it for 30 years.
</span><span>Tammy borrowed $40,000 in school loans to be paid back in 5 years.
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