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Edo Ltd produces cricket bats for kids that it sells for $37 each. At capacity, the compan produce54 000 bats a year. The cos

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Answer #1
1] Sales revenue for 10000 bats = 10000*21 = $      2,10,000
Less: Incremental costs of producing 10000 bats = 10000*(14+4+2) = $     -2,00,000
Incremental profits on special order $          10,000
As the special order would bring additional
profit of $10,000, the one time special order
should be accepted.
2]
a] As the total production would be 54000 bats in
either case, the total variable production costs
and the total production fixed costs would be
same. The fixed selling expenses would also
not differ.
The items that vary are:
*The total revenues
*The variable selling expenses that would not
be incurred for the special order.
Hence, the benefits and costs are:
Reduction in selling price on the special order = 10000*(37-21) = $     -1,60,000
Savings in variable selling costs = 10000*2 = $          20,000
Incremental loss on special order $     -1,40,000
No, the one time order should not be accepted
as it will result in an incremental loss of $1,80,000
b] The special order price should eliminate the
likely loss under [a] above.
Price, for being indifferent = 21+140000/10000 = $            35.00
c] As 10000 units of the existing market would be lost
the following should be considered.
*whether the units lost in the existing markets can
be recaptured or would be lost to competitors
permanently.
*whether homemade limited would sell the bats
in the firm's market at a lower price and or at a
lower price.
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