What are the steps (methodology) that we need to follow in econometric analysis?

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What are the steps (methodology) that we need to follow in
econometric analysis?

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find the equilibrium level income and rate of interest from the following information C=40+0.8Yd, 110-5r, T=50, G=50, Md=0.2y-5r, Ms=100
Suppose consumers face the utility function: U (Xi, Yt) = XiYt; for i = 1, 2, ... ... ... ..., M Firms face the cost function: Cj(qj) = q2j + F (a) Solve for equilibrium in perfect competition. (b) Show the effect of change in income on equilibrium quantity.
Evaluate whether it violated or justify WARP conditionality: A consumer makes the following choices (when you develop the matrix, show the calculation process for the first row) a. At prices (p 1 ,p 2 )=($4,$4) the choice was (x 1 ,x 2 ) = (20,2). b. At (p 1 ,p 2 )=($4,$2) the choice was (x 1 ,x 2 ) = (10,10). c. At (p 1 ,p 2 )=($2,$4) the choice was (x 1 ,x 2 ) = (10,8)
In a perfect competitive market, A. each participant is too small to affect the market price. B. the price can be driven upward by suppliers holding back on goods and services. C. government intervention is needed to ensure that price are fair for consumers. D. there can be few or many buyers and sellers.
The Renaissance is a period in Europe, from the ________________________. A) 18th to the 20th century B) 14th to the 17th century C) 11th to the 13th century D) 7th to the 10th century
The monopolistic competitor faces a demand curve given by _Q_ (_p_) = 50_−_5_p_. Its cost function is _C(y_) = 4_y_. What is its optimal level of output and price?
a. Discuss briefly the supply schedule and the various factors affecting the supply in the market. b. Assume the demand being perfectly inelastic, and supply suddenly doubles due to innovative technique of production. Illustrate in a well labelled graph, the changes in the equilibrium price, and quantity, and also is it advisable to do so from supplier point of view.
Suppose that the utility function for two commodities is: U (q1, q2) = q1α q2(1-α) Let the prices of the two commodities be p1 and p2 and let the consumer’s income be M. (1) Check the properties of marginal utilities. In particular, check whether it satisfies diminishing marginal utilities. (2) Assuming all income is spent on these two commodities, derive the demand curves for the two commodities. (3) What happens if U (q1, q2) = q1α q2β?