Answer:
expected return = 12.03%
Explanation:
using the dividends growth model we can calculate the required return
2.22 x 1.03 = 2.2866
We must remember that the gordel model is used with next year dividends
2.2866(return - 0.023) = 19
2.2866/19 +0.023 = return
return = 12.03%
Answer:
Original Cost = $26.10
Annual Amortization (Old) = $26.10 / 9 years
Annual Amortization (Old) = $2.9 million
Amortization till Date (2017 - 2021) = $2.9*4 = $11.6 million
Unamortized Value = $26.10 million - $11.6 million
Unamortized Value = $14.5 million
Remaining Life = 6 - 4
Remaining Life = 2 Years
New Amortization = Unamortized Value/Remaining Life
New Amortization = $14.5/2
New Amortization = $7.25 million
Journal Entry
Amortization Expense Debit - $7.25 million
Patent Credit - $7.25 million
Answer:
$577 Unfavorable
Explanation:
The calculation of spending variance for dye costs is shown below:-
Spending variance for dye cost = (Standard rate - Actual variable) × Actual units
= ($0.67 - $13,910 ÷ 19,900) × 19,900
= (0.67 - 0.69899) × 19,900
= $577 Unfavorable
Therefore for computing the spending variance for dye costs we simply applied the above formula.
Answer:
is this another one or different
