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The market supply curves and market demand curves for books are given as follows:

Supply curve: P = 0.000002Q 

Demand curve: P = 11 – 0.00002Q

The short-run marginal cost curve: MC = 0.1 + 0.0009Q


The short-run equilibrium level of output is


If the speed of the bob at the lowest point A is 0.84 m/s, what is its KE at this point?


Market economy is a necessary evil. Discuss   


Write a function in this file called nine_lines that uses the function three_lines (provided below) to print a total of nine lines.

Now add a function named clear_screen that uses a combination of the functions nine_lines, three_lines, and new_line (provided below) to print a total of twenty-five lines. The last line of your program should call first nine_lines and then the clear_screen function.

The function three_lines and new_line are defined below so that you can see nested function calls. Also, to make counting “blank” lines visually easier, the print command inside new_line will print a dot at the


 Under what circumstances may the demand for the commodity be inelastic?     

 



 Discuss the view that a market economy is always preferable to a planned economy.                                       


Use the bissection method to approximate the root of f(x)=2x^2-1 in the interval (0,1). Let ε =0.1be the margin of error of approximation.0.1be the margin of error of approximation.


The market supply curves and market demand curves for books are given as follows:

Supply curve: P = 0.000002Q 

Demand curve: P = 11 – 0.00002Q

The short-run marginal cost curve: MC = 0.1 + 0.0009Q



The equilibrium quantity of books is


II. Describe the spontaneity and entropy of the processes.


1. Formation of CO2 and H2O through the reaction below.

C3H8(g) + 5O2(g) → 3CO2(g) + 4H2O(l)

2. Sublimation of naphthalene balls as represented by this equation:

C10H8(s) → C10H8(g)

3. Formation of H2O from H2 and O2 2H2(g) + O2(g) → 2H2O(l)  


An average tire used by a transportation company lasts 20,000 km with a standard deviation

of 100 km. Assuming that the distance traveled by a tire is normally distributed, what is the

probability that a tire used by the company will last at most 30,000 km?


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