Answer:
Answers below
Explanation:
a) Laureen's AGI - $45,000
For 2 daughter - AOTC is - (2000*2child)+(800*25%+2child)
=4000+400
=4400
For Ryan - 1900
AOTC - 6300
Laureen lifetime learning credit - Eligible is 2000 (The amount of the credit is 20 percent of the first $10,000 of qualified education expenses or a maximum of $2,000 per return)
so in above case it is - 1200*20% =240 (Since AGI is below clip of 56000 he can claim same)
=6300+240 = 6540 is eligible deduction
b)
Since AGI is 95000
AOTC can't be calimed if AGI is above 90000 and hence AOTC is zero and Lifetime learning credit can't be claimed if AGI is above 56000.. Hence it is zero education credit
c)
For Daughter it is same as a above i.e. 4,400
For Ryan it is = 2000+(10000*25%) or maximum 4000
=2000+2500 or 4000
so 4000 is allowed
so AOTC total of 8400 and LLC of 240 so claimed is 8640
<span>Description of this experiment: This type of experiment would be deemed as completely randomized, as the subjects are chosen at random to watch the commercial. The subjects are 15 children under 10 years old. The different factors in this experiment are the commercials, as well as the 3 levels of products (types). The response in this experiment would be the children's attention span.</span>
Answer:
the amount in the fund after 10 years will be $785,075.04
Explanation:
The computation of the amount after 10 years is shown below"
As we know that
Future value = Present value × (1 + rate of interest)^number of years
= $150,000 × (1 + 0.18)10
= $785,075.04
Hence, the amount in the fund after 10 years will be $785,075.04
Musical instruments are grouped into families based on how they make sounds. In an orchestra, musicians sit together in these family groupings. But not every instrument fits neatly into a group. For example, the piano has strings that vibrate, and hammers that strike.
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Answer:
a. The return predicted by CAPM for a portfolio with a beta of 1.4 is 11.88%
b. The alpha of portfolio A is -3.68%
Explanation:
The formula for computing the return by Capital Assets Pricing Method (CAPM) model.
Expected return = Risk Free rate + (Beta × Market Risk Premium)
where,
Market risk premium = market return - risk free rate
Now, putting the values in the above equation
a. Expected return = 0.06 + 1.4 × (0.102 - 0.06)
= 0.06 + 1.4 × 0.042
= 0.06 + 0.0588
= 0.1188
= 11.88 %
Thus, the return predicted by CAPM for a portfolio with a beta of 1.4 is 11.88%.
b. The alpha should be = Portfolio expected return - expected return
= 8.20 - 11.88 %
= -3.68%
Thus, the alpha of portfolio A is -3.68%
