Question

The following demand function has been estimated for product A: QA= aPAbIcPBdPopeABfAAg where QA=quantity ofA demanded...

  1. The following demand function has been estimated for product A:

QA= aPAbIcPBdPopeABfAAg

where QA=quantity ofA demanded in units

            PA=price ofA

           PB= price of B

           I= per capita income

          Pop= total population

         AA= advertising expenditures for A

         AB= advertising expenditures for B

How would you interpret the values for e, f, and g?

0 0
Add a comment Improve this question Transcribed image text
Answer #1

Given regression equation:

QA = a.PA + bI + c.PB + d.POP + e.AB + f.AA + g

E: Negative sign: Because an increase in advertisement of B will increase sales of B and people will start consuming more of B instead of A

F: Positive sign: As higher advertisement of A will increase sales of A

G: positive sign: As it represents intercept term or Q when all factors are fixed and 0

Add a comment
Know the answer?
Add Answer to:
The following demand function has been estimated for product A: QA= aPAbIcPBdPopeABfAAg where QA=quantity ofA demanded...
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Not the answer you're looking for? Ask your own homework help question. Our experts will answer your question WITHIN MINUTES for Free.
Similar Homework Help Questions
  • Anna’s demand for peaches is given by PA = 200 – 3QA, where QA is the quantity (kilograms) demanded at price PA($/kilo)...

    Anna’s demand for peaches is given by PA = 200 – 3QA, where QA is the quantity (kilograms) demanded at price PA($/kilo). Basil’s demand is given by PB = 120 – 2QB, where QB is the quantity (kilograms) demanded at price PB ($/kilo). Each of the two has $2,000 that they can spend if they want to buy something. Suppose the endowments are as follows: Anna has 110 kilograms of peaches, Basil has none. When they trade, who will sell...

  • Given the demand function QA = 500 - 3PA - 2PB + 0.01I Where PA =...

    Given the demand function QA = 500 - 3PA - 2PB + 0.01I Where PA = 20, PB = 30 and I = 5000, calculate and interpret a) The price of elasticity of demand. b) The cross price elasticity of demand. What is the relationship between the two goods. c) The income elasticity of demand.

  • The quantity demanded of Good A is determined by the price of Good A, the price...

    The quantity demanded of Good A is determined by the price of Good A, the price of Good B, and the income of the individal. The demand function is: QA = 2292 - 5.5PA + 0.8PB + 0.4I The values of the independent variables are: I = 21692 PA = 332 PB = 62 What is the point price elasticity of demand? ROUND YOUR ANSWER TO EXACTLY TWO DECIMAL PLACES.

  • 1) A firm has estimated the following demand function for its product: Q = 58 -...

    1) A firm has estimated the following demand function for its product: Q = 58 - 2P + 0.10I + 15A where Q is Quantity Demanded per month in thousands, P is product price, I is an index of consumer income, and A is advertising expenditures per month in thousands. Assume that P = $10, I = 120, and A = 10. If so, the income elasticity of demand is a) .06 b) .18 c) .36 d) .86 2.  Assume that...

  • Suppose that the sales function for a product A has been estimated as Qu=71.6R-2Pct.8Ps+.000 5Y+·0004A Where,...

    Suppose that the sales function for a product A has been estimated as Qu=71.6R-2Pct.8Ps+.000 5Y+·0004A Where, Qu is the quantity of product L demanded, in thousand per month. PL is the price of product L, which is currently $15 Pc is the price of product C, which is currently $25; Ps is the price of product S, which is currently $20; Y is the level of per capita income, which is currently $20,000, and A is monthly advertising, which is...

  • 4) Given the following demand function: Q = 50P-1.310.9 40.2 Where: Q: monthly quantity demanded A:...

    4) Given the following demand function: Q = 50P-1.310.9 40.2 Where: Q: monthly quantity demanded A: Advertising exp. (S000 US) : price in I: Disposable income (SUS) a) What is the price elasticity of demand (use calculus)? b) Will an increase in price increase or decrease the amount spent on this product? c) What is the income elasticity of demand?

  • LYFEN is considering adding another fruit-based product for which the demand has been estimated by the...

    LYFEN is considering adding another fruit-based product for which the demand has been estimated by the function Q = 7500 – 500PF +7I + 100PB, where PF is the price of LYFEN's proposed product, I is per capita income, and PB is the price of a similar product from one of the competing companies. Assume the initial values of PF, I, and PB are 60, ¥9,500, and 40. Given this information, answer the following based on your calculations of appropriate...

  • Consider the following demand and supply functions: where Qd is the quantity demanded, s the quantity...

    Consider the following demand and supply functions: where Qd is the quantity demanded, s the quantity supplied, P is the price, and all pa- rameters [ao, αι, β0,A] are positive constants unless otherwise stated. Denote θ as the partial derivative symbol, and Δ as the discretized units of change. 1. (1 point) Derive the demand curve. What is the slope of the demand curve? αι B.αι αι

  • The estimated demand for a good is Q=25-5p+0.32m+12pr where Q is the quantity demanded of the...

    The estimated demand for a good is Q=25-5p+0.32m+12pr where Q is the quantity demanded of the good, P is the price of the good, M is income, and PR is the price of related good R. If the price of the good falls by $4, the quantity demanded will ________ by ________ units. increase 5 units increase 20 units. increase 50 units increase 48 units decrease 12 units A theoretical restriction on the short-run cubic cost equation, TVC = aQ...

  • A firm's market demand for its product in the company’s country, a, is given by Qa(Pa)...

    A firm's market demand for its product in the company’s country, a, is given by Qa(Pa) = 1,050 − 4Pa, where Qa is the quantity of products produced per year and Pa is the price product. Cost of producing this product is ?(Q) = 70,125 + 0.0125Q2. This implies a marginal cost of production of ?C(q) = 0.025Q. a) Find the profit-maximizing price and quantity. Compute the firm’s profit in this case. Should the firm shut down in the short...

ADVERTISEMENT
Free Homework Help App
Download From Google Play
Scan Your Homework
to Get Instant Free Answers
Need Online Homework Help?
Ask a Question
Get Answers For Free
Most questions answered within 3 hours.
ADVERTISEMENT
ADVERTISEMENT