Answer:
Value of one share will be $19.33
Explanation:
We have given dividend every year = $2.90
Required rate of return = 15 %
We have to find the value of one share
Value of one share will be equal to ratio of dividend per year to the required rate of return
So value of one share 
So value of one share will be $19.33
Explanation:
The Journal entry is given below:-
1 January 2020 No Entry
31 December 2020 Compensation Expense Dr, 6,580
To, Paid-In-Capital 6,580
(Being the compensation expense stock-option plan is recorded)
Working Note:-
Compensation Expense
= $7 × 4,700 ÷ 5
= $7 × 940
= $6,580
Answer:
$45,800
Explanation:
Coronado Industries
Cost of Equipment $762,00
Accumulated Depreciation
( $762,000 - 45,000 ) /10*9 years
=$717,000/10×9 years
=71,700×9 years
=$645,300
Therefore Dec 31,2012 book value of equipment will be:
= $762,000 - $645,300
= $116,700
Equipment sold $162,500
The gain to be recognize will be
= $162,500 - $116,700
= $45,800
1 January ,2012 to 31 December,2020 will give us 9 years
Answer:
Clarissa needs to fund the growing perpetuity by $166666.67
Explanation:
A perpetuity is an investment that will give a future series of infinite payments so if the perpetuity gives you a periodic growth rate then you find the difference between the interest rate and the growth rate then use the perpetuity formula which is:
Pv = C/(i-g)
where Pv is the present value of the perpetuity which will be the initial investment.
C is the periodic payments that will be received in future in this case $5000
i is the interest rate given for the perpetuity which is 8%
g is the growth rate per fixed period which is 5%
thereafter we substitute on the above mentioned formula:
Pv= $5000/(8%-5%) then compute
Pv = $166666.67 which will be the initial investment for Clarissa to be paid $5000 per year until she dies.
Answer:
$1,840
Explanation:
In order to calculate the Marginal cost of producing the computers in 2nd hour of work, we need to add the marginal cost of computer and marginal cost of wage in the 2nd hour of work.
MC = MC(computers) + MC(wage)
MC = $1,800(w) + $40
MC = $1,840
Working
MC (computers ) = 3 x 600$ = $1,800
hour computers assembled
1st 4
2nd 7
If pam works 2 hours she can assemble 7 computers but she already assembled 4 computers in 1st hour.
So the 2nd-hour computers will be 3 ( 7 - 4) computers.
