Answer:
$150,000
Explanation:
The computation of value of ending inventory under absorption costing is shown below:-
Total Cost per unit = Direct Material per unit + Direct Labor per unit + Variable Overhead per unit + Fixed Overhead per unit
= $5 + $4 + $3 + ( $200,000 ÷ 25,000 units)
= $5 + $4 + $3 + $8
= $20
Ending Inventory in units = Units produced - Units sold
= 25,000 - 17,500
= 7,500
Cost of Ending Inventory = Total Cost per unit × Ending Inventory units
= $20 × 7,500
= $150,000
So, for computing the cost of ending inventory we simply multiply the total cost per unit with ending inventory units.
<u>Explanation:</u>
Given
Consumption = (10 x 30) = 300
Investment = (100 x 2) = 200
Government Spending = (500 x 1) =500
13. Total GDP for this economy = Consumption + Investment+ Government spending
=(10 x 30) + (100 x 2) + (500 x 1)
=$1000
14. Consumption % on GDP
= Consumption/ Total GDP x 100
=(300/1000) x 100
= 30%
15. Investment % in GDP
= Investment / Total GDP x 100
=(200/ 1000) x 100
=20%
16. Government spending % on GDP
=Government spending/ Total GDP x 100
=(500/1000) x 100
=50%
Answer:
hello your question has some missing part attached below is the missing demand curve
Answer :
1) the quantity of health procedures Individuals will demand is greater than the optimal quantity ( 20 procedures )
2) quantity of medical procedure
3) $200
Explanation:
1) Based on the given demand and supply, the given transportation problem is the quantity of health procedures Individuals will demand is greater than the optimal quantity ( 20 procedures )
2) A dummy quantity of medical procedure should be introduced
3) Total cost of optimal solution
optimal quantity of medical procedure ( Qd) * price of medical procedure(Qp)
= 20 * 100
= $200