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Q. Suppose you have a production technology that can be characterized by a learning curve. Every time you increase production by one unit, your costs decrease by $6. First unit costs you $64 to produce.
a) If you receive a request for proposal (RFP) on a project for four units, what is your break-even price?
b) Suppose that if you get contract, you estimate that you can win another project for two more units. Now what is your break-even price for those two units?
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Point out which costs in the preceding question are considered "relevant" and which are considered "irrelevant" to a business decision. Explain why.
For each scenario, calculate equilibrium price and quantity, total consumer surplus and total producer surplus.
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There is no uncertainty about the future. The consumer needs to save an amount this year that will allow her.
Illustrate what will be the cumulative effects including the multiplier for each of the above three policy choices.
Assume you have a production technology to can be characterized by a learning curve.
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Two fi?rms compete in a duopoly market. Each fi?rm chooses a quantity and the price in the market is determined from the following inverse demand function.
Elucidate how many units does each industry produce, elucidate how many industries will exist in this marketplace.
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