Complete Question:
What are the benefits of a long-term bond over a short-term bond?
Answer:
c. While long-term bonds have more risks associated with them, they have the potential to bring in higher returns for the initial investment.
Explanation:
A bond can be defined as a debt or fixed investment security, in which a bondholder (investor or creditor) loans an amount of money to the bond issuer (government or corporations) for a specific period of time. The bond issuer are expected to return the principal (face value) at maturity with an agreed upon interest (coupon), which are paid at fixed intervals.
Bonds are generally debts, which may be floated in different ways with respect to the issuer of the bond and its type. Bonds are used by government and corporate institutions to borrow money with interest and they also have to pay for the face value of the bonds at maturity.
Bonds are classified into two (2) main categories and these are;
I. Long-term bonds: they usually spread over a long period of time and as such locking the money of an investor down while availing them a higher interest rate. Also, they are considered to be more riskier than shorter bonds.
II. Short-term bonds: this type of bond mature quickly and as such paying the investor's principal on time. It covers a period of one to five years maximum in duration.
Hence, the benefits of a long-term bond over a short-term bond is that, while long-term bonds have more risks associated with them, they have the potential to bring in higher returns for the initial investment.
Answer:
the answer is D it is the right answer
Answer:
Broker
Explanation:
A licensed broker must dispaly his or her name boldly in their primary place of business at all times becasue it helps to identify a broker quickly as well as has gives confidence to customers to transact business with them.
Cheers.
Answer:
the perpetuity will pay the student 166.36 dollar per years
Explanation:
First, we solve for the amount of the original investment after 5 years:
Principal 1,642.00
time 5.00
rate 0.06200
Amount 2,218.17
<u>Then, this goes into a perpetual annuity at 7.5%</u>
2,218.17 x 0.075 = 166.3630983 = 166.36
the perpetuity will pay the student 166.36 dollar per years
Answer:
D
Explanation:
I got this answer due to how the costumer preference had nothing to due with the price