Answer:
I prepared an amortization schedule using an excel spreadsheet. The original monthly payment was $836.44. After the 120th payment, the remaining principal balance was $68,940.64. Since she didn't pay anything for 1 year, the new principal balance will be $68,940.64 x (1 + 8%) = $74,455.89
I prepared another amortization schedule for the remaining 9 years, and the monthly payment is $969.32. She will pay off the loan in 108 months.
<span class="sg-text sg-text--link sg-text--bold sg-text--link-disabled sg-text--blue-dark">
pdf
</span>
<span class="sg-text sg-text--link sg-text--bold sg-text--link-disabled sg-text--blue-dark">
pdf
</span>
Answer:
inward shift in the supply curve.
Explanation:
= I = S + (T-G). shift in the supply curve.
Wideload, Inc, makes, sells, and leases trucks, trailers, and other moving and hauling equipment for consumer use. Verna files a product liability suit against Wideload, alleging a design defect. In deciding whether to hold the maker liable, the court may consider: The expectations of the ordinary consumer.
<h3><u>
Explanation:</u></h3>
The disputes that are related to any legal sections regarding the liability of the products are subjected to a consumer expectations test. The main purpose of the conduction of this test is to ensure that the product is properly manufactured and the defectiveness in the warning information of that particular product.
A product will be concluded to be defective under this test when a consumer finds that the product is defective. In the given example, Verna files a product liability suit against Wideload, regarding the defects associated with the design. Thus, the court may consider The expectations of the ordinary consumer for making it liable.
Answer:
Terminal value
= 500(1+0.12)3 + 500(1+0.12)2 + 500(1+0.12)1+ 500(1+0.12)0
= 500(1.12)3 + 500(1.12)2 + 500(1.12)1 + 500(1.12)0
= 702.464 + 627.2 + 560 + 500
= $2,389.66
The correct answer is E
Explanation:
Terminal value is a function of number of years cashflow for each year can be re-invested at the appropriate discount rate. The cashflow for year 1 can be re-invested for 3 years since the life of the project is 4 years. cashflow for year 2 can be re-invested for 2 years, cashflow for year 3 can be re-invested for 1 year and cashflow for year 4 can be re-invested for 0 year.
