Answer:
$2,700
Explanation:
Calculation for what should this professor be willing to pay in rent per month
First step is to calculate the Transportation cost per week
Transportation cost = ($25*4 hrs)* 3 per week
Transportation cost =$100*3 per week
Transportation cost= 300 a week
Now let calculate the rent per month
Rent per month= $1500 + ($300*4)
Rent per month=$1,500+$1,200
Rent per month= $2,700
Therefore what should this professor be willing to pay in rent per month to live near campus if her hourly wage rate is $25 will be $2,700
Answer: (D) Form Utility
Explanation:
The form utility is one of the type of concept that helps in increasing the actual value of the products in the market and in the form utility following example are the type of finished product that the customers are willing to purchase are as follows:
- Electronics products
- Furniture type goods
- Parts of vehicle
According to the given question, the given situation is helps in demonstrating that the electronic commerce plays an important contribution to the consumers value by the creating of the form utility.
Therefore, Option (D) is correct answer.
Answer:
$118,860
Explanation:
Gross Margin:
= Revenue - Cost of Goods Sold
= $290,000 - $100,000
= $190,000
Profit before tax:
= Gross Margin - Salaries - Insurance payment - Interest
= $190,000 - $12,000 - $3,600 - $4,600
= $169,800
Insurance payment: Only half of 2-year payment of 7,200 is relevant for this year.
Net Income:
= Profit before tax - Tax at 30%
= $169,800 - (30% × $169,800)
= $169,800 - $50,940
= $118,860
Answer:
If the current earnings per share of TargetCo. are $2.10, and the times earnings multiple is 12, the relative valuation should result in a $2.10 x 12 = $25.20 per stock. This means that the premium per stock = $25.20 - $21 = $4.20, and the total premium paid for all the 1.9 million shares = $7.98 million.
The answer to this question is <span>Guaranteed lifetime withdrawal benefits
in the </span><span>Guaranteed lifetime withdrawal benefits the rider will be allowed to withdraw of invested amount without waiting for the benefir will be annuitized. This type of benefit options will be perfect for people who believe they wouldn't live long enough to see the benefit is fully annuitized. (in most cases, they have previous health concern)</span>
