Respuesta :
Units produced and sold: 3000 meals
Revenue: $18000
Cost of goods sold: ($13500)
Gross profit: $4500
Administrative Costs: ($2400)
Operating Profit: $2400
Sales Revenue - Cost of goods sold - Administration cost = Operating Profit
Units Produced and sold: 3000+300 meals
Revenue: $18000+ $3.5*300 = 19050
Cost of goods sold: ($13500) + (4500) = ($18000)
Gross profit: $1050
Administrative Costs: ($2400)+($600) = ($3000)
Operating Profit: ($1950)
New operating profit - old operating profit = Change in Operating İncome
-1950-2400 = -$4350
The Operating profit reduced by $4350
Answer:
No impact on operating income
Explanation:
Computation of impact on operating profit in alternative scenario
No of meals prepared 3,300
Revenues ( 3,000 * $6) + ( 300 * $3.50) $ 19,050
Computation of Variable Costs per unit and total variable costs
Meals ( Total meal cost $13.500 - Fixed $ 4.500)= $ 9,000
Per unit variable costs is $ 9,000/ 3000 meals = $ 3 per meal
Administrative costs per unit $ 2,100 - $ 600 = $ 1,500
Per unit administrative variable costs is $ 1,500/ 3000 = $ 0.50 per meal
Computation of impact on operating profit in alternative scenario
No of meals prepared 3,300
Revenues ( 3,000 * $6) + ( 300 * $3.50) $ 19,050
Variable costs
Meals $ 3 * 3,300 meals $ 9,900
Administrative costs $ 0.50 * 3,300 $ 1,650
Total Variable costs $11,550
Contribution margin $ 7,500
Fixed costs
Meal $ 4,500
Administrative costs $ 600
Total Fixed costs $ 5.100
Operating income - Alternative $ 2,400
The operating income in the alternative scenario is exactly the same as in the original case.
This is because the variable components of the cost i.e meal production of $ 3 per unit and administrative costs of $ 0.50 per unit, in aggregate equal to $ 3.50 per unit which is the revenue on the incremental units.,