Answer:
$36,000 and $30,000
Explanation:
Corrugated company deals in the production of cardboard boxes
The expected production for each month is 40,000 units
The direct material cost is $0.30 per unit
The manufacturing fixed overhead costs are $24,000 for each month
Therefore, the flexible budget for the production of 40,000 units and 20,000 units can be calculated as follows
Flexible budget for 40,000 units
= 0.30×40,000+24,000
= 12,000+24,000
= $36,000
Flexible budget for 20,000 units
= 0.30×20,000+24,000
= 6,000+24,000
= $30,000
Hence the flexible budget for 40,000 units and 20,000 units are $36,000 and $30,000 respectively
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Formula for the monthly payment:
M = P * r * ( 1 + r )^n / (( 1 + r )^n + 1 )
where: P = $100,000 r = 0.12 : 12 = 0.01 n =12 * 5 = 60
M = 100,000 * 0.01 * ( 1 + 0.01 )^60 / (( 1 + 0.01 )^60 + 1 ) =
= 1,000 * ( 1.01 )^60 / (( 1.01 )^60 + 1 ) =
= 1,000 * 1.8167 / 0.8167 = 1,000 * 2.22444 =
= $2,224.44
The monthly payment is $2,224.44.
Answer:
Option (A) is correct.
Explanation:
Given that,
Implicit costs per week = $200,000
Average explicit cost per banana = $0.25 per banana
Per week bananas sold = 1 million
Explicit cost = Average explicit cost per banana × No. of banana sold
= $0.25 × 1,000,000
= $250,000
Total revenue = No. of banana sold × Selling price of each banana
= 1,000,000 × $0.50
= $500,000
Accounting profit = Total revenue - Explicit cost
= $500,000 - $250,000
= $250,000
Economic profit:
= Total revenue - Explicit cost - Implicit costs
= $500,000 - $250,000 - $200,000
= $50,000
