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:
A) The issuance of bonds on December 31, 2016.
Dr Cash 104,031
Cr Bonds payable 96,000
Cr Premium on bonds payable 8,031
B) The first interest payment on June 30, 2017.
Dr Interest expense 3,517
Dr Premium on bonds payable 803
Cr Cash 4,320
C) The second interest payment on December 31, 2017.
Dr Interest expense 3,517
Dr Premium on bonds payable 803
Cr Cash 4,320
Answer:
7 workers will be required
Explanation:
We will define actual time required to do a job
= Standard time required for producing each unit x Worker efficiency (%)/100
= 11.65 x 115/100
= 13.3975 minutes
Total available minutes in 4 days = 4 days x 8 hours/ day x 60 minutes / day = 1920 minutes
Therefore ,
Number of units which can be produced by 1 worker in 4 days = 1920 /13.3975
Number of units to be produced = 1000 units
Therefore,
Number of workers required
= Number of units to be produced / Number of units which can be produced by 1 worker in 4 days
= 1000 x ( 13.3975 /1920)
= 6.977 ( 7 rounded to nearest whole number )
Answer:
D
Explanation:
Well public is all about quality