Wow! Ann's loan for 12,000$ with an annual interest rate of 5.65% for one year is 2,124. Multiply the 2,124$ annual interest rate time 4 years and the total annual interest rate would be 8,496$!
Add that to the cost of the loan
12,000 + 8496 = $20,496.00 US dollars is the total cost of the loan if no late payments are made that would accrue an additional monetary fine or penalty that would be added to the totality of the loan anually and increase the entire amount substantially.
Answer:
B) II and III.
Explanation:
Based on the information given the statement that are TRUE are II and III
II. The amount of $2,000($10,000-$12,000) which is the profit for the business will be given to the customer but the customer account will have to be frozen or put on hold for 90 days because the customer had not paid for the buy side before selling the shares for the amount of $12,000
III. In a situation where customer paid the amount for the buy side in full either before or after the fifth business day which is the day that follows the trading date, the customer account that had be frozen will be unfrozen or lifted because the buy side amount had be paid in full.
Answer:A
Explanation:creates a lot of something quickly/just took the test
According to the theory of liquidity preference, the opportunity cost of holding money is the interest rate.
Liquidity Preference Theory is a model that means that an investor should demand a better rate of interest or premium on securities with long-term maturities that carry larger risk as a result of, all alternative factors being equal, investors like money or alternative extremely liquid holdings.
The opportunity cost of holding money is that the rate of interest forgone on various assets, that we are able to lump along generically and decision “bonds.” The opportunity cost of holding money is that the nominal rate of interest, not the real rate of interest.
To learn more about Liquidity Preference Theory here
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Answer: $242,567.27
Explanation:
The $5,000 is an annuity as it is being paid every year and is a constant amount.
The value in 19 years is the future value of this annuity:
Future value of annuity = Annuity * ( ( 1 + rate) ^ number of years - 1) / rate
= 5,000 * ( ( 1 + 9.5%)¹⁹ - 1) / 9.5%
= $242,567.27