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? B ? Sales price per unit (f) 2,700 2,300 (a) Variable costs per unit 3,750 1,350 (k) Total fixed costs 441,600 675,000 828,000 Target profit Contribution margin per unit 16,975,000 (g) 1,620,000 (1) 920 Contribution margin ratio (b) 25% (m) Required units to break even (c) (h) 475 units | Required sales dollars to break even (d) (i) (n) Required units to achieve target profit (e) (i) (0) Compute the missing amounts
? B ? Sales price per unit (f) 2,700 2,300 (a) Variable costs per unit 3,750 1,350 (k) Total fixed costs 441,600 675,000 828,000 Target profit Contribution margin per unit 16,975,000 (g) 1,620,000 (1) 920 Contribution margin ratio (b) 25% (m) Required units to break even (c) (h) 475 units | Required sales dollars to break even (d) (i) (n) Required units to achieve target profit (e) (i) (0)
Compute the missing amounts. (Enter the contribution margin ratio to nearest percent, X%.) A Sale price per unit $ 2,300 Variable costs per unit Total fixed costs 441,600 828,000 $ 920 % Target profit Contribution margin per unit Contribution margin ratio Required units to break even Required sales dollars to break even Required units to achieve target profit
Expert Solution
| Sales Price per Unit | 2300 | 5000 | 2700 |
| Variable Cost per unit | 1380 | 3750 | 1350 |
| Total Fixed Cost | 441600 | 675000 | 641250 |
| Target Profit | 828000 | 16975000 | 1620000 |
| Contribution Margin per Unit | 920 | 1250 | 1350 |
| Contribution Margin Ratio | 40% | 25% | 50% |
| Required Units to break even | 480 | 540 | 475 |
| Required Sales dollars to break even | 1104000 | 2700000 | 1282500 |
| Required unit to achieve traget Profit | 1380 | 14120 | 1675 |
A = =2300-920
B = =920/2300
C = =441600/920
D = =441600/40%
E = =(441600+828000)/920
F =(3750/3)*4
G =5000-3750
H =675000/1250
I =675000/25%
J =(675000+16975000)/1250
K = =475*1350
L =2700-1350
M =1350/2700
N =641250/50%
O =(641250+1620000)/1350
Kindly track the numbers with the terms with those umbers.
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