Answer:
a. The total profit would be positively affected as it increases
Explanation:
1. We calculate the value of revenue per 8000 gallons with the initial chemical compound and processed into the new variant
Revenue Initial Chemical Compound= 8000 gallons X ($52/gallon)
Revenue Initial Chemical Compound=<em><u> $ 416.000</u></em>
Revenue Chemical compound processed into the new variant=8000 gallons X ($83/gallon)
Revenue Chemical compound processed into the new variant= <u><em>$ 664.000</em></u>
2. If we consider that the other production costs will be the same for the two chemical compounds, then the only difference will be the processing cost to refine the basic compound into the new variant. For this reason, we substract only the value of processing the basic compound into the new variant for the revenue of this.
<u><em>$ 664.000 - $160.000= $504.000</em></u>
3. The benefit values for each case are:
Initial Chemical Compound: $416.000
Chemical compound processed into the new variant: $504.000
In conclusion, greater benefit is obtained by processing the basic compound in the new variant than if the basic compound were sold only
Answer:
The answer is option (d)$2.76
Explanation:
Solution
Given that:
The cost of a particular brand of toothpaste = 4 pounds
The exchange rate = .80
Real exchange rate = 1.16
Now
Real exchange rate is given as:
R = real exchange rate
e = nominal exchange rate
PF = foreign price
P = domestic price
Suppose we say that U.S. is a domestic country and British is a foreign country we have the following formula below:
R = e(PF/P)
R = 1.16
e = 0.80
PF = 4
Thus
R = e(PF/P)
1.16 = 0.80(4/P)
P = 3.2/1.16
= 2.7586207
= $2.76
Therefore, The U.S rice of the same toothpaste is about $2.76
Answer:
Option D is correct.
Explanation:
In the option 1 we receive $250,000 but in the second option we receive total amount that is $200,000. But their is an issue which is time value money. If the inflation is lower then it is possible we receive higher value in real terms. If we have an opportunity to invest in a project or company with required return provided then it would be the best option to invest in. Overall option D is correct because the level of question is High School.f
Answer:
Total $1,271.0564
Explanation:
We have bond of 10 years ago, so the bond is left with 5 years of life
<u>we need to calculate the present value ofthe cuopon payment:</u>
C 50 (1,000 x 5%)
time 10 (5 years 2 payment a year)
rate 0.02 (4% annual divide by 2 to get semiannually)
PV $449.1293
<u>and the present value of the principal</u>
Maturity 1000
time 5
rate 0.04
PV $821.9271
<u>We add both to get the present value ofthe bond</u>
PV c $449.1293
PV m $821.9271
Total $1,271.0564
