What were two causes of economic trouble in Brazil during the military dictatorship?

To what extent is greater economic efficiency achieved in perfect competition compared to monopoly?

The demand equation for a product is $p=45-0.01 q$. Write the revenue as a function of $q$ and find the quantity that maximizes revenue. What price corresponds to this quantity? What is the total revenue at this price?

If the first quantity increases, tell whether the second quantity is likely to increase, decrease, or stay the same. age of a student and length of time needed to read 500 words

The price p (in dollars) and the quantity x sold of a certain product obey the demand equation $p=-\frac{1}{3} x+100.$ What quantity x maximizes revenue? What is the maximum revenue?

The quantity, $N(t)$ in kg, of pollutant that has leeched from a toxic waste site after $t$ days, is given by

$$N(t)=\displaystyle \int_{0}^{t}r(x)\ dx, \quad \text{where}\; r(x)>0,\; r'(x)<0.$$

Rank in order from least to greatest:

$$N(20),N(10),N(20)− N(10),N(15) − N(5).$$

Why are times of political and economic change often associated with times of artistic change ?

Find the dual of Example in an auto company and give an economic interpretation of the dual problem.

How did Jean Baptiste Colbert intend to stimulate economic growth in France?

Match the following terms with the correct definition.

A. Model

B. Production possibilities frontier

C. Law of increasing opportunity cost

D. Efficient

E. Economic growth

F. Economic model

___________ 4. An increase in the ability to produce goods and services over time.

Why did the economic problems in some EU countries have such a widespread impact?

In what way was the Continental System an act of economic warfare? Why did it fail?

Why are developed nations facing aging populations and unemployment despite economic growth?

Assume that demand for a commodity is represented by the equation P = 10 - .2Qd and supply by the equation P = 2 + .2Qs where Qd and Qs are quantity demanded and quantity supplied, respectively, and P is price.

Using the equilibrium condition Qs = Qd, solve the equations to determine the equilibrium price. Now determine equilibrium quantity