Answer:
Consider the following calculations
Explanation:
- PMT(Interest_Rate/Num_Pmt_Per_Year,Loan_Years*Num_Pmt_Per_Year,Loan_Amount)
- If you input these values on a financial calculator, PMT = 2011.56
- Balance of the loan at the end of 13 years = 209798.54
- Interest paid in the 6th year = 21464.51
- 224th Payment Principal = 722.70
Answer:
The correct answer is D.exclusive.
Explanation:
Exclusive distribution refers to a commercial agreement between a producer and a distributor that states that the former will only sell his products to the latter if he agrees not to sell competing products.
Exclusive distribution can take different forms. One of the most used ways is that the retailer or distributor undertakes to sell only and exclusively the product of a certain manufacturer or producer while it is committed to use only this distributor as its sales channel.
Another alternative of agreement, although less used, is that the distributor is obliged to buy all the units of a certain product from its manufacturer.
The exclusive distribution agreement is not necessarily expressed in a formal and written contract, although this happens in many cases, in others it is only a word agreement between the parties.
Working memory
<span>Working memory is a short-term memory system with limited
capacity for temporarily storing and handling information needed to perform
tasks at hand, learning and understanding. Working memory is also called ‘memory
in action’ since it involves remembering and making use of information in the
middle of a task.
If Jamaal rehearses the number he needs to dial on his
landline, he is using working memory as he dials the number based off his
memory. It is likely that Jamaal will forget the number moments after he dials
it, which is a characteristic of working memory.</span>
Answer:
The price of a one-year European put option on the stock with a strike price of $50 is $2.09
Explanation:
As, the call and the put option is of the same asset class, we apply call-put parity to find the price of the European put option.
The call-put parity function is:
C + PV(x) = P + S; in which:
C: Price of the call option = $6;
PV(x) : present value of strike price = Strike price in one year / e^6% = 50/e^6% = $47.09
P: price of the put option
S: spot price of the asset = $51
=> P = C + PV(x) - S = 6 + 47.09 - 51 = $2.09.
B. Would you be interested in finding a new place to eat lunch.