Answer:
Present value = FV / (1 + r)^t
1. PV = $19,415 / (1 + 0.07)^15
PV = $19,415 / (1.07)^15
PV = $19,415 / 2.759031
PV = $7,036.89
2. PV = $47,382 / (1 + 0.11)^8
PV = $47,382 / (1.11)^8
PV = $47,382 / 2.3045378
PV = $20,560.31
3. PV = $312,176 / (1 + 0.10)^13
PV = $312,176 / (1.10)^13
PV = $312,176 / 3.4522712
PV = $90,426.27
4. PV = $629,381 / (1 + 0.13)^25
PV = $629,381 / (1.13)^25
PV = $629,381 / 21.230542
PV = $29,645.07
Answer:
The right response is "Business ethics".
Explanation:
- An ethics framework that always considers the moral standards as well as problems that occur mostly in a corporation but also function as a guide for the behavior of people throughout the organization.
- Meanwhile, corporation governments facilitate the collection of values and conventions governing as well as controlling the business of the company.
There are interests rates in goods sold. If one believes interests rates will move lower in the months ahead, he or she should invest in long-term, fixed-rate savings investments is a false statement.
<h3>Does a higher rate of money supply lower interest rates?</h3>
Note that larger money supply often lowers market interest rates, thereby making it much lower expensive for consumers to borrow.
Investment one should choose today if you believe interest rates will go up is Short-term savings instruments. This is because by investing money in short-term savings instruments, one's money can be available to invest in any kind of higher interest instrument in the future.
Learn more about interests rates from
brainly.com/question/25793394
Answer:
Difference= $1,000 increase
Explanation:
Giving the following information:
Selling price per unit: $30
Variable expenses per unit: $21
New selling price= 30 - 2= $28
New units sales= 13,000
<u>First, we need to calculate the current contribution margin:</u>
Total contribution margin= units sold*unitary contribution margin
Total contribution margin= 10,000*(30 - 21)
Total contribution margin= $90,000
<u>Now, the new contribution margin:</u>
Total contribution margin= 13,000*(28 - 21)
Total contribution margin= $91,000
Answer:
Effective annual interest rate = 8.8% (Approx)
Explanation:
Given:
Nominal interest rate = 7.5% = 7.5 / 100 = 0.075
Compensating balance rate = 15% = 15 / 100 = 0.15
Effective annual interest rate = ?
Computation of effective annual interest rate:
Effective annual interest rate = [Nominal interest rate / (1 - Compensating balance rate)] x 100
Effective annual interest rate = [0.075 / (1 - 0.15)] x 100
Effective annual interest rate = [0.075 / (0.85)] x 100
Effective annual interest rate = [0.0882352941] x 100
Effective annual interest rate = 8.82352941
Effective annual interest rate = 8.8% (Approx)
