Answer: Mm mjuuuuuuuuuuuuuuuuuuuuuh
Explanation: Mm mjhuuuuuuuuuuuuuuuuuuuuuh
 
        
                    
             
        
        
        
Answer:
current yield 8.2089552%
YTM = 8.05%
effective annual yield = 4.92%
Explanation:
(A)
current yield = C/P
coupon payment / market price
8.8/107.2 = 0.082089552 = 8.2089552%
(B)

First par being the present value of the coupon payment and second the redeem of the face value at the end of the bond.
market price 107.2
face value 100
time = 19
rate 8.8%
C = annual coupon payment 100 x 8.8% = 8.8
You solve this using a financial calculation and get the semiannual rate
YTM/2 = 0.040268160
then multiply by 2 to get the annual YTM
0.040268160  x 2 = 
YTM = 0.08053632 = 8.05%
(C)
Effective Annual Yield

where:
Holding period return:

In this case: 
coupon payment + redem - investment = net return
8.8 * 19 + 100 - 107.2 = 160
160/107.2 = 1.492537313
Then


EAY = 0.049242509 = 4.9242509%
 
        
             
        
        
        
Answer:
The answer is b. make-to-stock system
Explanation:
 Make-to-stock system  is a build-ahead production approach in which production plans may be based upon sales forecasts and/or historical demand. It is a traditional production strategy that is used by businesses to match the inventory with anticipated consumer demand.
 
        
             
        
        
        
<span>You are given an annual dividend of $2.10 for the fifteen years that you plan on holding it. Also, after 15 years, you are given to sell the stock for $32.25. You are asked to find the present value of a share for this company if you want a 10% return. You have to mind that the future stock for 15 years is $32.25. You are not only going to mind the present value of the annuity at $2.10 but also the $32.25. 
With the interest of r = 10% and number of years of n = 15, we get 
PVIFA = 7.6061.
For annuity we have,
$2.10 * 7.60608 = $15.973
For $32.35 with r = 10% and n = 15
PVIF = 0.239392
Thus for the present value of selling price,
$32.25 * 0.239392 = $7.720
Thus the present value of the share
P = $15.973 + $7.720
P = $23.693
</span>