Good Grains is one of 100 identical firms in the perfectly competitive wheat market. Each firm operates in the short-run with a total cost of: C(Q) = 2Q² + Q + 32. They have a marginal cost of MC = 4Q+ 1, an average total cost of AC = 2Q + 1+ 32 and an average variable cost of AVC = 2Q + 1. Good Grains will operate at a loss for prices greater than but less than $ (Round answers to two decimals it necessary.) Suppose the current market price for a bushel of wheat is P = $9. How many bushels will Good Grains supply?

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Good Grains is one of 100 identical firms in the perfectly competitive wheat market. Each
firm operates in the short-run with a total cost of: C(Q) = 2Q² + Q + 32. They have a
marginal cost of MC
4Q + 1, an average total cost of AC = 2Q +1+
32
and an
|
average variable cost of AVC = 2Q + 1.
Good Grains will operate at a loss for prices greater than $
but less than $
(Round answers to two decimals if
necessary.)
Suppose the current market price for a bushel of wheat is P = $9. How many bushels will Good Grains supply?
O 2.5
O 2
О 4
О5
When price is high enough
generate positive production, the short-run market supply curve for wheat is given by
Qlarket
(This may be a function of P.)
Transcribed Image Text:Good Grains is one of 100 identical firms in the perfectly competitive wheat market. Each firm operates in the short-run with a total cost of: C(Q) = 2Q² + Q + 32. They have a marginal cost of MC 4Q + 1, an average total cost of AC = 2Q +1+ 32 and an | average variable cost of AVC = 2Q + 1. Good Grains will operate at a loss for prices greater than $ but less than $ (Round answers to two decimals if necessary.) Suppose the current market price for a bushel of wheat is P = $9. How many bushels will Good Grains supply? O 2.5 O 2 О 4 О5 When price is high enough generate positive production, the short-run market supply curve for wheat is given by Qlarket (This may be a function of P.)
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