Answer:
Unit product cost = $107
Explanation:
<em>Absorption costing is a method of costing where production units and inventories are value at the full cost per unit. Here, fixed overheads are charged to all units produced using an overhead absorption rate</em>
The full cost per unit = D.mat cost + D.labour cost + Variable overheads+ Fixed overheads
Fixed production overhead cost per unit
=Fixed manufacturing overhead/units produced
= $43,700/ 1,900 Units
=$23 per unit
Full cost per unit
= $42 + $31 + $11 + 23
= $107
Answer:
$10.82%
Explanation:
The computation of stock value is shown below:-
First we need to find out the expected dividend for computing the stock value
So, Expected dividend = $1.42 × (1 + 1.3%)
= $1.44
Now, Stock value = Expected dividend ÷ (Required return - Growth rate)
= $1.44 ÷ (14.6% - 1.3%)
= $1.44 ÷ 13.3%
= $10.82%
So, for computing the stock value we simply applied the above formula.
Answer:
The journal entry to record depletion is :
Debit : Depletion Expense $74,235
Credit : Accumulated Depletion $74,235
Explanation:
<em>Depletion Expense = Depletion rate × units extracted during the year</em>
where,
<em>Depletion rate = (Cost - Salvage Value) ÷ Estimated total units</em>
Therefore,
Depletion rate = ($404,000 + $101,000 + $80,800 - $161,600) ÷ 4,040 tons
= $ 105 per ton
Therefore,
Depletion Expense = $ 105 per ton × 707 tons
= $74,235
<u>Journal Entry :</u>
Debit : Depletion Expense $74,235
Credit : Accumulated Depletion $74,235
The amount that must be put aside now is $458,796.85.
<h3>How much should be put aside now?</h3>
The first step is to determine the future value of the annuity:
Future value = yearly payment x annuity factor
Annuity factor = {[(1+r)^n] - 1} / r
Where:
- r = interest rate = 6%
- n = number of years = 20
$40,000 x [(1.06^20) - 1] / 0.06 = $1,471,423.65
Now, determine the present value of this amount: $1,471,423.65 / (1.06^20) =$458,796.85
To learn more about present value, please check: brainly.com/question/26537392
