Spring Manufacturing sold 610,000 units of its product for $98 per unit in 2019. Variable cost per unit is $50, and total fixed costs are $1,870,000.
Required:
1. Calculate (a) contribution margin and (b)
operating income.
2. Spring’s current manufacturing process is
labor intensive. Jim Gate, Spring’s production manager, has
proposed investing in state-of-the-art manufacturing equipment,
which will increase the annual fixed costs to $6,770,000. The
variable costs are expected to decrease to $35 per unit. Spring
expects to maintain the same sales volume and selling price next
year. How would acceptance of Gate’s proposal affect your answers
to (a) and (b) in requirement 1?
3. Should Spring accept Gate’s proposal?
Explain.
1a) | Contribution margin | |||||
98-50 | ||||||
48 | ||||||
b) | operating income | |||||
contribution - fixed cost | ||||||
48*610000-1870,000 | ||||||
27410000 | ||||||
2) | ||||||
a) | Contribution margin | |||||
98-35 | ||||||
63 | ||||||
operating income | ||||||
contribution - fixed cost | ||||||
63*610000-6,770,000 | ||||||
31660000 | ||||||
contribution margin will increase by $35 | ||||||
and net income will increase by | 4250000 | |||||
3) | Yes | |||||
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