Suppose your estimated equation for Soft Drink Demand is Ca suppose Price = 2.08, Income = 17, Temp = 69 and the state is an "Outdoor" state. Use the demand function i just provided to find the point Price Elasticity of demand. [Side Note: you are finding the point price elasticity of soft drink demand for Texas.) O A. .,68. О В.-1.26. a+ B1*Price + B2*Income + B3*Temp + B4*Outdoor Price + 3*Income + 1*Temp + 40*Outdoor. Now OC.-1.63. O D.-2.64. O E. None of the above. QUESTION 18 Next, estimate the multiplicative or log linear equation (2) InCans =- Ina + B1*InPrice + B2*Inlncome + B3*InTemp + p4*Outdoor. You will need to convert Cans, Price, Income and Temp into natural log variables to estimate this equation. Outdoor is still a 0 -1 dummy variable, where an outdoor state is assigned a value of 1.0. Do not try to take the log of the Outdoor dummy variable. What percentage of the variation in demand for cans is explained by this model? O A. 89. O B. .74. OC.61. O D. 55. QUESTION 19 Refer to your output for Equation (2b) InCans = Ina + B1*InPrice + B2*Inincome + B3*InTemp + B4*South. What is the estimated price elasticity of demand? O A. 88. O B. -1.25. OC.-1.88. O D.-2.34. O E. -3,01.
Suppose your estimated equation for Soft Drink Demand is Ca suppose Price = 2.08, Income = 17, Temp = 69 and the state is an "Outdoor" state. Use the demand function i just provided to find the point Price Elasticity of demand. [Side Note: you are finding the point price elasticity of soft drink demand for Texas.) O A. .,68. О В.-1.26. a+ B1*Price + B2*Income + B3*Temp + B4*Outdoor Price + 3*Income + 1*Temp + 40*Outdoor. Now OC.-1.63. O D.-2.64. O E. None of the above. QUESTION 18 Next, estimate the multiplicative or log linear equation (2) InCans =- Ina + B1*InPrice + B2*Inlncome + B3*InTemp + p4*Outdoor. You will need to convert Cans, Price, Income and Temp into natural log variables to estimate this equation. Outdoor is still a 0 -1 dummy variable, where an outdoor state is assigned a value of 1.0. Do not try to take the log of the Outdoor dummy variable. What percentage of the variation in demand for cans is explained by this model? O A. 89. O B. .74. OC.61. O D. 55. QUESTION 19 Refer to your output for Equation (2b) InCans = Ina + B1*InPrice + B2*Inincome + B3*InTemp + B4*South. What is the estimated price elasticity of demand? O A. 88. O B. -1.25. OC.-1.88. O D.-2.34. O E. -3,01.
Chapter1: Making Economics Decisions
Section: Chapter Questions
Problem 1QTC
Related questions
Question
![Suppose your estimated equation for Soft Drink Demand is Cans = a + B1*Price + B2*Income + B3*Temp + B4*Outdoor = 400 - 150*Price + 3*Income + 1*Temp + 40*Outdoor. Now
suppose Price = 2.08, Income = 17, Temp = 69 and the state is an "Outdoor" state. Use the demand function I just provided to find the point Price Elasticity of demand. [Side Note: you
are finding the point price elasticity of soft drink demand for Texas.]
O A. .68.
O B. -1.26.
OC.-1.63.
O D. -2.64.
O E. None of the above.
QUESTION 18
Next, estimate the multiplicative or log linear equation (2) InCans = Ina + B1*InPrice + B2*Inlncome + B3*InTemp + B4*Outdoor. You will need to convert Cans, Price, Income and
Temp into natural log variables to estimate this equation. Outdoor is still a 0 -1 dummy variable, where an outdoor state is assigned a value of 1.0. Do not try to take the log of the
Outdoor dummy variable. What percentage of the variation in demand for cans is explained by this model?
O A. 89.
O B..74.
OC..61.
O D. 55.
QUESTION 19
Refer to your output for Equation (2b) InCans = Ina + B1*InPrice + B2*Inincome + B3*InTemp + B4*South. What is the estimated price elasticity of demand?
O A. -88.
O B. -1.25.
OC.-1.88.
O D.-2.34.
O E. -3.01.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F82576a44-0925-4b06-975c-dfd5b9b5dd64%2F6b82188d-b709-4454-9804-e9add005bbf4%2Fub8pmxx_processed.png&w=3840&q=75)
Transcribed Image Text:Suppose your estimated equation for Soft Drink Demand is Cans = a + B1*Price + B2*Income + B3*Temp + B4*Outdoor = 400 - 150*Price + 3*Income + 1*Temp + 40*Outdoor. Now
suppose Price = 2.08, Income = 17, Temp = 69 and the state is an "Outdoor" state. Use the demand function I just provided to find the point Price Elasticity of demand. [Side Note: you
are finding the point price elasticity of soft drink demand for Texas.]
O A. .68.
O B. -1.26.
OC.-1.63.
O D. -2.64.
O E. None of the above.
QUESTION 18
Next, estimate the multiplicative or log linear equation (2) InCans = Ina + B1*InPrice + B2*Inlncome + B3*InTemp + B4*Outdoor. You will need to convert Cans, Price, Income and
Temp into natural log variables to estimate this equation. Outdoor is still a 0 -1 dummy variable, where an outdoor state is assigned a value of 1.0. Do not try to take the log of the
Outdoor dummy variable. What percentage of the variation in demand for cans is explained by this model?
O A. 89.
O B..74.
OC..61.
O D. 55.
QUESTION 19
Refer to your output for Equation (2b) InCans = Ina + B1*InPrice + B2*Inincome + B3*InTemp + B4*South. What is the estimated price elasticity of demand?
O A. -88.
O B. -1.25.
OC.-1.88.
O D.-2.34.
O E. -3.01.
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