Answer:
n= 65.27 years
Explanation:
Giving the following information:
Present value (PV)= $2,000
Future value (FV)= $4,500
Interes rate (i)= 1.25% annual compounding
<u>To calculate the number of years required to reach the objective, we need to use the following formula:</u>
n= ln(FV/PV) / ln(1+i)
n= ln(4,500 / 2,000) / ln(1.0125)
n= 65.27 years
It can be concluded that the supply of swimming pool maintenance services has decreased. We can not say that <span>the demand for swimming pool maintenance services has increased.It is not accurate to say things like the technology has advanced the swimming pool services. By means of the situation gievn, we can say that the maintenance services have decreased. </span>
Answer:
greater than both the current yield and the coupon rate.
Explanation:
A discount bond is a bond that at the point of issuance, it's less than its face or par value.
When a bond is trading for less than its face value in the market, it's known as a discount bond.
The yield to maturity on a discount bond is greater than both the current yield and the coupon rate. This simply means that the coupon rate is usually lower than the yield to maturity of the discount bond.
Additionally, the yield to maturity can be defined as the bond's total rate of return required by the secondary market while the coupon rate is defined as the annual interest of a bond divided by its face value.
For instance, when a bond is issued at a par or face value of $5,000, at maturity the investor would be paid $5,000. But because bonds are being sold before its maturity, it would trade below its face value.
Hence, a bond with the face value of $5,000 could trade for as low as $4,800, thus making it a discount bond.
Answer:
Portfolio weight - Stock A = 46.473%
Portfolio weight - Stock B = 53.527%
Explanation:
The weightage of portfolio refers to the amount of investment in each stock in the portfolio expressed as a percentage of total investment in the portfolio. The weightage of portfolio can be calculated by as follows,
Portfolio weightage = Investment in Stock A / Total Investment in Portfolio +
Investment in Stock B / Total Investment in Portfolio + ... +
Investment in Stock N / Total Investment in Portfolio
Total investment in portfolio = 190 * 95 + 165 * 126 = 38840
Investment in Stock A = 190 * 95 = 18050
Investment in Stock B = 165 * 126 = 20790
Portfolio weight - Stock A = 18050 / 38840 = 46.473%
Portfolio weight - Stock B = 20790 / 38840 =53.527%
