Answer:The cost of capital that will make both investments equal is 17.045%
Explanation:
Investment A
$1.5 million will be received in perpetuity we can there use perpetuity formula to Value investment A.
Value of Investment A = 1500 000/r
Investment B
$1.2 Million will be received in Investment B with a growth rate of 3% will then use Gordon's growth rate model to value investment B.
Value of investment B = (1200 000 x (1+0.03))/(r - 0.03)
Value of investment B = 1236000/(r - 0.03)
1500 000/r = 1236000/(r - 0.03)
1236000(r) = 1500000(r - 0.03)
(r - 0.03) = 1236000( r)/1500000
r - 0.03 = 0.824r
r - 0.824r = 0.03 = 0.176r = 0.03
r = 0.03/0.176 = 0.170454545
R = 17.045%
The cost of capital that will make both investments to be equal is 17.045%
Answer:
im not 100% but think this is right
Explanation:
the author is making a claim of fact, because he is claiming that provides no economic benefits. im not sure about the second part
Answer:
Cindy has more amount than Jimmy.
Explanation:
Amount invested by Cindy P = $3000
Annual rate of interest = 8%
As the amount is compounded semiannually
So rate of interest
%
Time = 20 year
So time period n = 20×2 = 40
So amount own by Cindy 
$
Amount deposit by jimmy P = $3000
Annual rate of interest = 7.75 %
As the amount is compounded monthly
So rate of interest
%
Time period = 20×12 = 240
So amount own by Jimmy 
$
From the calculation we can see that Cindy has more amount than Jimmy.
Answer:
See explanation Section
Explanation:
See the image to get the appropriate answer.