Jones financial organization buys and sells debt securities frequently to maximize short-term gains in market value. jones should classify its portfolio as: <u>trading securities.</u>
<h3>What is Trading securities ?</h3>
Trading securities are protection purchased by a company to realize a short-term profit. Companies do not intend to hold such securities for a long period; thus, they will only support if they believe they have a good chance of being reimbursed for the risk they are taking
<h3>What are trading securities examples?</h3>
Stocks, bonds, preferred claims, and ETFs are among the most common examples of marketable securities. Money market agents, futures, options, and hedge fund investments can also be marketable deposits.
To learn more about trading securities, refer
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Three of the most important questions he needs to ask are the following: 1. Are you making a big purchase? This is important because the bigger the pruchase the better attention he needs to have into interest rates. 2. <span> How are you paying off your card balance?</span> the payment can be in one payment or in different ones. And 3. <span> Would you like free bonuses with your purchase? some credits offer that some others not. It is very important to have that in mind</span>
Answer:
The amount after 2 years will be $460590
Explanation:
The payment which is done 2 year from today = $200000
The payment which is done one year from today = $150000
Rate of interest = 3 %
So the amount after 1 year
The amount which is done today = $100000
So amount after 2 years
So total amount after 2 years = $106090+$154500+$200000 = $460590
Answer: Business as a partnership and business as a corporation
Explanation: they are both types of business or jobs that can be done by anyone. a partnership is when two people help each in one business, but if you are talking about corporation is more people than to friend that want to start a business
Answer:
Yield to maturity = 58.5%
Explanation:
<em>The yield to maturity on the loan can be worked out using the Future value of a lump sum formula. </em>
<em>The future value of a lump sum is the amount it would amount to if interest is earned and compounded at a certain interest rate. </em>
The formula is
FV = PV × (1+r)^(n)
PV = Present Value- 1,500
FV - Future Value, - 15,000
n- number of period- 5=
r- yield to maturity ?
15,000 = 1,500× (1+r)^(5)
(1+r)^(5) =15,000/1,500 =10
(1+r)^(5) =10
1+r = 10^(1/5)
r= 10^(1/5) -1 = 0.5848
r = 0.5848 × 100 = 58.5%
r=58.5%
Yield to maturity = 58.5%