Answer:
4.256%
Explanation:
Since the front load of 4% of the portfolio has been paid, therefore the value of the portfolio has been reduced to 96%(100%-4%).
The value of the investment has been increased by 10% with expense ratio of 1.8%, the rate of return on the fund on the shares at the end of the year shall be calculated as follows:
1+i=96%(1+10%-1.4%)
where i=rate of return on shares
1+i=1.04256
i=1.04256-1=4.256%
The model that best fits the given situation is exponential
<h3>
what is an Exponential Function?</h3>
Exponential function, in mathematics a relationship of the form y = 
, where the independent variable x extends over the entire real number line as an exponent of a positive number a. The most important exponential function is y = 
.
Here,
The value of a classic car = $50,000
It is increasing in value by 5% per year.
So, here we have a = 50,000 and x = 5%
The function is increasing.
b = 1+5%
b = 1+0.05 = 1.05
Hence, the function that describes this situation is given by:
To learn more about Exponential Function from the given link
brainly.com/question/10750625
#SPJ4
Options:
a. Institute for Safe Medication Practices.
b. Institute of Medicine.
c. National Committee for Quality Assurance.
d.The Joint Commission.
Answer:
b. Institute of Medicine.
Explanation:
Interestingly, according to information found on its website, the The Institute of Medicine (IOM) is an independent, nonprofit organization that provides advice to decision makers and the public, which includes distributes information related to health care for the purpose of improving health to governmental agencies, the public, business, and healthcare professionals.
Answer:
Given that,
Total prepaid insurance = $6,700
Monthly insurance:
= Total prepaid insurance ÷ 4 months
= $6,700 ÷ 4 months
= $1,675
Insurance expense for two months:
= $6,700 - $1,675
= $5,025
Therefore, the adjusting entry required on December 31 is as follows:
Insurance expense A/c Dr. $5,025
To Prepaid insurance $5,025
(To record the adjusting entry for the insurance)
Answer:
a. $203.125
Explanation:
Calculation to determine the net profit/loss on this option to the investor
Net profit/loss=((1.900 - 1.885) - 0.0215)(31,250)
Net profit/loss=(0.015-0.0215)*31,250
Net profit/loss=0.0065*31,250
Net profit/loss=$203.125
Therefore the net profit/loss on this option to the investor will be $203.125
