Answer:
1. Calculate the monthly payment for a 30-year mortgage loan.
we can do this by using the present value of an annuity formula
the loan's interest rate is missing, so I looked for a similar question and found that it is 6%
present value = monthly payment x annuity factor
monthly payment = present value / annuity factor
- present value = $200,000 (loan's principal)
- PV annuity factor, 0.5%, 360 periods = 166.79161
monthly payment = $200,000 / 166.79161 = $1,199.101082 ≈ <u>$1,199.10</u>
2. Calculate the amount of interest that you’d pay for a 30-year mortgage loan.
total interests paid during the 30 years = (monthly payment x 360) - principal = ($1,199.10 x 360) - $200,000 = <u>$231,676</u>
The obstacle to defining the research problem was that the company failed in collecting quantitative data /Selection of inappropriate respondent resulted in wrong output.
Explanation:
A research design is a blue print that a company prepares for conducting marketing research .
A firm collects quantitative data by conducting surveys and asking the customers or consumers to fill the forms (questionnaires).These surveys and questionnaires helps the company in making product related decision in various markets.(i.e how to customize the product as per the taste and the preferences of the consumers)
<u>The obstacle to defining the research problem was that the company failed in collecting quantitative data /Selection of inappropriate respondent resulted in wrong output.Hence the company Refrez Inc failed to acknowledge the fact that people in the United States eat cereal with cold milk, whereas the people of China eat cereal with hot milk.</u>
As a result, Refrez Inc witnessed a decline in sales of its product in Chinese market .
Answer:
The un levered beta ( bu) of the company is 1.52
Explanation:
Given information -
Equity (E) - $20 million
Debt (D) - $5 million
Beta ( levered ) - 1.75
Tax rate ( T ) = 40%
D / E ( Debt to Equity ratio ) = $ 5 million / $20 million = .25
Formula for taking out un levered beta ( bu) is -
Beta levered ( bl ) = Beta un levered ( bu ) [1 + (1 - T ) D / E ]
1.75 = bu [1 + (1 - 40% ) .25
1.75 = bu [1 + .6 x .25 ]
1.75 = bu [ 1 + .15 ]
1.75 = bu [ 1.15 ]
bu = 1.75 / 1.15
bu = 1.52
I think your answer should be c. Hope this helps. :)