Answer:
C. $3,685
Explanation:
Total dividends paid in first 4 years
= $2,410 + $0 + $1,570 + $1,060
= $5,040
Retained Earnings ending balance is the net of the total income earned over the years less the total dividend paid through the years.
Retained Earnings ending balance = Total income - total dividend paid
$9,700 = Total income - $5,040
Total Income = $9,700 + $5,040
= $14,740
Average annual amount of net income (loss) over the first four years for Aikman
= $14,740/4
= $3,685
Option C.
Answer: Production and consumption occur simultaneously
Explanation:
Services are intangible quantities that possess value and can be traded, services cannot be stored therefore it most times is produced and consumed at the same time.
Answer:
$13.53
Explanation:
Data provided in the question:
Annual dividend per share, D0 = $1.84
Cost of capital, ke = 13.6% = 0.136
Now,
since,
the dividend remains the constant, the growth rate (g) of the dividend will be 0%
Also,
Current price = [ D0 × ( 1 + g ) ] ÷ [ ke - g ]
= [ $1.84 × ( 1 + 0% ) ] ÷ [ 13.6% - 0% ]
= $1.84 ÷ 0.136
= $13.53
Answer:
Results are below.
Explanation:
<u>To calculate the future value, we need to use the following formula:</u>
FV= PV*(1+i)^n
a) i= 0.04 annually compounded
n= 5
PV= $625
FV= 625*(1.04^5)
FV= $760.41
b) i= 0.04/2 = 0.02 semiannually compounded
n= 5*2= 10
PV= $625
FV= 625*(1.02^10)
FV= $761.87
c) i= 0.04/4 = 0.01 quarterly compounded
n= 5*4= 20
PV= $625
FV= 625*(1.01^20)
FV= $762.62
d) i= 0.04/12 = 0.0033 monthly compounded
n= 5*12= 60
PV= $625
FV= 625*(1.003333^60)
FV= $763.11
Answer:
c.$87,400 $(15,700)
Explanation:
Equipment ($89,700- $2,300) $87,400
Cash $2,300
Loss ($105,400 – $89,700) $15,700
Land (book value)105,400
Therefore Assuming that the exchange has commercial substance, the company would record equipment and a gain/(loss) of $87,400 $(15,700)