Most likely when the U.S. dollar appreciates, the MNC's interest owed on foreign funds borrowed will probably increase.
MNC refers to Multinational corporation .
- The Multinational corporation are known to borrow from foreign bodies in dollars.
- Hence, when the dollar appreciates, the amount owed to the foreign bodies will increase consequently.
Therefore, the Option C is correct because the MNC's interest owed on foreign funds borrowed will probably increase when U.S. Dollars appreciates.
Read more about this here
<em>brainly.com/question/14124450</em>
Answer:Many companies state their brand promise directly in words, using a short phrase called what? A. A warranty B. A customer mindset C. A corporate image D. A tagline
✓ D.
Answer:
D. 321,600.
Explanation:
Present value is the current value of a future amount that is to be received or paid out.
Given:
Present value, P = $60000
Present value of ordinary annuity for the remaining 6 years = 4.36
The Present value, PV of the note is equal to the first payment + the Present value of ordinary annuity (all at 10%) of the remaining six payments
Sales revenue = $60000 + (60,000 × 4.36)
= $60000 + $261,600
= $321,600
Thus, sales revenue of $321,600.
Answer:
If a statute is silent on this point, enforcement depends on whether it is a(n) REGULATORY statute or a revenue-raising statute.
Explanation:
Regulatory statutes regulate practitioners, e.g. doctors, constructors, real estate brokers, dentists, etc., and its main purpose is to protect the general public. This statues are state laws meant to regulate certain professions that may be considered sensitive or hazardous. E.g. a person that pretends to be a doctor can severely injure a patient or even kill him/her. A person that pretends to be a real estate broker can be committing fraud against his/her clients.
Answer:
$22,897.74
Explanation:
Given:
Loan amount (P) = $22,000
rate (R) = 8% = 8/100=0.08/365 = 0.000219178082
Number of days(n) = 6 month = (6 x 365)/12 = 182.5
Total Amount = ?

Therefore, he have to pay $22,897.74 to the bank.