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find solution A firm's individual demand for good x satisfies, lnQX=927.8lnPX2.7lnPY+1.87lnM+1.3lnAX. QX is quantity of X , PX is the price of X , PY
find solution A firm's individual demand for good x satisfies, lnQX=927.8lnPX2.7lnPY+1.87lnM+1.3lnAX. QX is quantity of X , PX is the price of X , PY is the price of Y , a related good, A is advertising and M is income level. If the marginal cost of producing X is $115.01, what price should they set to maximize profits? P= $
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