Answer:
1. AirEurope should produce if it wants to maximize its profit.
2. False
Explanation:
New payoffs after subsidy:
Aircraft/ AirEurope Produce Not Produce
Produce -3 , <u>6</u> 75 , 0
Not Produce 0 , 74 0 , 0
With a $9 million subsidy, regardless of whether Aircraft produces or not, AirEurope should<u> produce</u> if it wants to maximize its profit.
The statement is false (Aircraft would earn a negative payoff if it enters).
Answer:
<u>Night Lights $ per unit 2.13</u>
<u>Desk Lamps $ per unit 8.50</u>
Explanation:
Determine total number of budgeted direct labour hours for the year
total number of budgeted direct labor hours for the year is calculated
= night lamp labor hours + desk lamp labor hours
= ( 60000 * 1/2 ) + ( 80000 * 2 )
= 30000 + 160000
= 190000
calculated the single plant wide factory overhead rate
factory overhead rate = total factory overhead / total number of budgeted unit
= 807500 / 190000
= 4.25 per labour hour
calculate factory overhead cost per each unit
night lamp = 4.25 * 1/2
= 2.13 per unit
desk lamp = 4.25 * 2
= 8.50 per unit
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Cost is a <span>term describes what a manufacturer spends for goods or services.
</span>In production, research, retail, and accounting, a cost<span> is the value of money that has been used up to produce something, and hence is not available for use anymore. In business, the </span>cost<span> may be one of acquisition, in which case the amount of money expended to acquire it is counted as </span>cost<span>.</span>
Answer:
X = 325 cars will yield same profit in both locations
Explanation:
Location City Outskirts
Dealer Price $ $
(98 x 330) 32340 32340
Labour,Material
and Transportation Cost
($30/car x 330 cars) (9900)
( $38/car x 330 cars) (12540)
<u>Fixed Cost (6950) (4350)</u>
Profit 15,490 15450
City will yield greatest profit if monthly demand is 330 cars
Location City Outskirts
Dealer Price $ $
(98 x 430) 42,140 42,140
Labour,Material
and Transportation Cost
($30/car x 430 cars) (12900)
( $38/car x 430 cars) (16340)
<u>Fixed Cost (6950) (4350)</u>
Profit 22,290 21450
City will yield greatest profit if monthly demand is 430 cars
b)
let X be the volume of output for both sites to yield same profit
City
Dealer Price = 98X
Labour, material and transportation= 30X
Fixed cost = 6950
Profit = 98X-(30X+6950)
Outskirts
Dealer Price = 98X
Labour,Material and transportation = 38X
Fixed Cost = 4350
Profit = 98X-(38X+4350)
Both Profits are same therefore
98X-30X-6950 = 98X-38X -4350
-30X+38X = -4350+6950
-8X = 2600
X = 325 cars will yield same profit in both locations