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Bob’s Boats Solution |
To facilitate easy comparisons, net income for each inventory valuation method is stated in relation to direct costing net income in the illustrations below. Using this approach allows us to start with direct costing net income and then adjust for the inventory change effect to arrive at the net income amounts for absorption costing and throughput costing. As noted below, the income change effects provide rewards and penalties that reveal a key element in the controversy over income measurements.
Year 1 Equations
Xp = 12,000, Xs = 6,500
| Questions |
Type of Costing |
Direct costing equation |
Inventory Change Effect |
Net Income |
| 24. & 25. | Direct Costing NI = |
-TFC + (P-V)(Xs) -960,000 + (320-160)(6,500) = $80,000 |
No effect | $80,000
|
| 26. & 27. |
Absorption Costing NI = |
-TFC + (P-V)(Xs) -960,000 + (320-160)(6,500) = $80,000 |
+ (F)(Xp-Xs) + (60)(5,500) + $330,000 Reward |
$410,000 |
| 28. & 29. |
Throughput Costing NI = |
-TFC + (P-V)Xs) -960,000 + (320-160)(6,500) = $80,000 |
- (Vm-DM)(Xp-Xs) -(150-100)(5,500) - $275,000 Penalty |
$-195,000 |
Year 2 Equations
Xp = 0, Xs = 5,500
| Question |
Type of Costing |
Direct costing equation |
Inventory Change Effect |
Net Income |
| 31. | Direct NI = | -TFC + (P-V)(Xs)
-960,000 + (320-160)(5,500) = -$80,000 |
No effect | -$80,000 |
| 33. |
Absorption NI = |
-TFC + (P-V)(Xs) -960,000 + (320-160)(5,500) =(320-160)(5,500) =-$80,000 |
+ (F)(Xp-Xs) (60)(-5,500) = -$330,000 Penalty |
-$410,000
|
| 35. |
Throughput NI = |
-TFC + (P-V)Xs) -960,000 + (320-160)(5,500) = -$80,000 |
- (Vm-DM)(Xp-Xs) -(150-100)(5,500) = +$275,000 Reward |
$195,000
|
|
Year 1 |
Year 2 |
|
Sales Less Fixed NIBT |
(6,500)(320) BFG COGM1 EFG2 |
|
$2,080,000 960,000 $80,000 |
Sales NIBT |
(5,500)(320) BFG4 COGM5 EFG |
|
$1,760,000 935,000 960,000 -$80,000 |
1 COGM year 1 = (12,000 Xp)($150) = 1,800,000
2 EFG year 1 = (5,500)($150) = 825,000
3 S&A year 1 = (6,500 Xs)($10) 65,000
4 BFG year 2 = EFG year 1.
5 COGM year 2 = (0 Xp)($150) = 0
6 S&A year 2 = (5,500Xs)($10) = 55,000
|
Year 1 |
Year 2 |
|
Sales Less S&A3 NIBT |
(6,500)(320) |
|
$2,080,000 305,000 0 $410,000 |
Sales Less S&A7 |
(5,500)(320) |
|
$1,760,000 295,000 720,000 |
1 COGM year 1 = (12,000 Xp)($210) = 2,520,000
2 EFG year 1 = (5,500)($210) = 1,155,000
3 S&A year 1 = (6,500 Xs)($10) + 240,000 = 305,000
4 Production volume variance year 1 = (12,000 - 12,000)($60) = 0
5 BFG year 2 = EFG year 1.
6 COGM year 2 = 0, but since there is no production, all the fixed
manufacturing cost is charged to expense. See note 8 below.
7 S&A year 2 = (5,500Xs)($10) + 240,000 = 295,000
8 Production volume variance year 2 = (12,000-0)($60) = 720,000
unfavorable, i.e., under-applied.
|
Year 1 |
Year 2 |
|
Sales Less exp3 NIBT |
(6,500)(320) COGM1 EFG2 |
|
$2,080,000 1,430,000 1,625,000 -$195,000 |
Sales Less exp6 NIBT |
(5,500)(320) BFG4 COGM5 EFG |
|
$1,760,000 1,210,000 1,015,000 $195,000 |
1
COGM year 1 = (12,000 Xp)($100) = 1,200,000
Questions
32, 34 and 36.
The equations needed for break-even calculations are as follows:
32. Direct NI = -TFC + (P-V)(Xs)
0 = -960,000 + 160(Xs)
34. Absorption NI = -TFC + (P-V)(Xs) + F(Xp-Xs)
0 = -960,000 + 160(Xs) +
60(Xp-Xs)
36. Throughput NI = -TFC + (P-V)(Xs) - (Vm-DM)(Xp-Xs)
0 = -960,000 + 160(Xs)
- (150-100)(Xp-Xs)
| MAAW's Chapter 8 | Contribution Margin Questions |