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Closesubstitute goods:The number of closesubstitute goodsThe more substitutes of good has and the more close the substitutes are, the more elastic the demand for the good. For example, the beverage, bornvita, has a number of close sustitutes such as milo, chocolim, ovaltine etc. Therefore, the demand for bornvita is likely to be more leastic because the slightest increase in the price of bornvita, consumers of the product will switch to the consumption of one of the substitutes.On the other hand, if the goods does not have any close sustitute, the demand tends to be less elastic or inelastic. For example, there is hardly a substitute to food as a whole hence the demand for food as a whole is inlestic.
so this question asks for the deadweight loss if an institution decided to provide this service free of charge. I was wondering if this will achieve the socially efficent level or
Sita expects her future earnings to be worth Rs. 100. If she falls ill, her expected future earning will be Rs. 25. There is a belief that she may fall ill with probability of , -
Production Function Models
Problem: (a) Why is an error term added to a regression and explain its importance in the OLS procedure? (b) Suppose we have a linear equation with a constant term, one expl
The following represents the potential outcomes of your first salary negotiation after graduation: Assuming this is a sequential move game with the employer moving first, indicate
Consider a family saving function for the population of all families in the United States: sav = β 0 + β 1 inc + β 2 hhsize + β 3 educ + β 4 age + u where hhsize is househol
1. Utilize Okun's law to answer the questions below; u t - u t-1 = -0.4(g yt - 3%) Assuming u t-1 = 7% a. Calculate the change in u (u t - u t-1 ) for each of the follo
Monica consumes only goods A and B. Suppose that her marginal uility from consuming good A is equal to 1/Qa, and her marginal utility from consuming good B is 1/Qb. If the price of
An individual derives utility from consuming goods X and Y according to the following estimated utility function U = 12X 2/3 Y ¼ X and Y are quantities (units) of
Q=2h find the marginal point. where q is the quantity of electricity in MW-h and h is the amount of water (in 100s of liters per hour)
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