Question 1)
A company is considering expanding their production capabilities with a new machine that costs $47,000 and has a projected lifespan of 10 years. They estimate the increased production will provide a constant $5,000 per year of additional income. Money can earn 0.6% per year, compounded continuously. Should the company buy the machine?
Question 2)
Find the accumulated present value of an investment over a 6 year period if there is a continuous money flow of $5,000 per year and the interest rate is 0.7% compounded continuously.
Question 3)
Given: (x is number of items)
Demand function: d(x)=420.5−0.3x2d(x)=420.5-0.3x2
Supply function: s(x)=0.2x2s(x)=0.2x2
Find the equilibrium quantity:
Find the producers surplus at the equilibrium quantity
Question 4)
Given: (x is number of items)
Demand function: d(x)=583.2−0.5x2d(x)=583.2-0.5x2
Supply function: s(x)=0.3x2s(x)=0.3x2
Find the equilibrium quantity:
Find the consumers surplus at the equilibrium quantity:
Question 5)
Given: (x is number of items)
Demand function: d(x)=300−0.6xd(x)=300-0.6x
Supply function: s(x)=0.2xs(x)=0.2x
Find the equilibrium quantity:
Find the producers surplus at the equilibrium quantity:
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