got this from my teacher,
A monopolist faces a demand curve given by the following equation: P = $500 − 10Q, where Q equals quantity sold per day. Its marginal cost curve is MC = $100 per day. Assume that the firm faces no fixed cost.
and have the answers for most, but can someone give me a bump in the right direction for the follow up -
Now suppose a tax of $100 per unit is imposed. How will this affect the firm’s price?
5 answers
Government adds taxes; prices go up.
sorry, i understood that, but as the prices go up the output goes down.
but how can you recalculate the price. output drops to 15 in an earlier question, but i cant get my head around working out the price
but how can you recalculate the price. output drops to 15 in an earlier question, but i cant get my head around working out the price
I don't know how you can predict or calculate such a thing. Some manufacturers will pass along most/all of the tax, while others will try to absorb as much as possible; still others may decide to shift their focus to other manufacturing areas; and some may decide to reduce their workforce.
Example: the new tax on manufacture of medical devices.
Example: the new tax on manufacture of medical devices.
ah ok, i see your point.
i had worked out that P = $500 - 2xQ(10x20) as MC = MR (100=100), so price was 300 and output 20.
the tax would mean a reduction in output to 15 units, by my calcs but how can i work out the corresponding price.
i had worked out that P = $500 - 2xQ(10x20) as MC = MR (100=100), so price was 300 and output 20.
the tax would mean a reduction in output to 15 units, by my calcs but how can i work out the corresponding price.
if amonopolist competing firm has ademaned function and cost function under the following
P=100-30+4a½
Tc=4q²+10q+a
a refers adevertising price and q quantity and p price calculate the maximizing out put and advertising price and also price of the demaned function please with great pardon help;.
P=100-30+4a½
Tc=4q²+10q+a
a refers adevertising price and q quantity and p price calculate the maximizing out put and advertising price and also price of the demaned function please with great pardon help;.
1 answer