Upload
horatio-gerald-robbins
View
214
Download
0
Tags:
Embed Size (px)
Citation preview
Junk Food, Physical Activity, and Obesity: The Effect of the Fat Tax and the Thin Subsidy
by
Odelia Rosin, Yossef Tobol, Gideon Yaniv
Obesity is a major health and economic problem (especially in the US and UK)
• About 66% of adults in the US are either overweight or obese
• Between 1980 and 2004, obesity in the US more than doubled, from 15% to 32%
• In 2001, the economic cost of obesity in the US amounted to $117 billion, including:
• Cost of surgery and treatment of complications of chronic
diseases associated with obesity (hypertension, heart disease,
type 2 diabetes)
Productivity loss due to morbidity and mortality
Expenditures on appetite-reducing drugs
Cost of weight loss programs
Economic Incentives to Combat Obesity
Aim at affecting consumer behavior through changing the relative price of junk and healthy foods
A well-known proposal:*
• Impose a “fat tax” on junk foods
• Use the tax revenue to finance a “thin subsidy” to healthy foods
_________________________________________ *Recently supported by the World Health Organization
Economic Literature
The economic literature on rational high-calorie
consumption and obesity is still in its infancy:
• Most of the economic literature on obesity is empirical, inquiring
into the causes of the observed rise in obesity over time
• Only a few papers address the individual’s decision to consume
high-calorie foods while rationally taking into account the
adverse effects on his/her health and life expectancy
Examine the effectiveness of the fat tax and thin subsidy
in reducing obesity within a food-intake and physical-
activity rational-choice model
Challenging hypothesis:
While the proposal is likely to reduce junk food
consumption, it might act to reduce physical activity.
Consequently, obesity might even increase!
Purpose of research
The setting
• An individual consumes junk food meals and healthy meals
• Junk food meals are purchased from a restaurant.
• Healthy meals are cooked at home with inputs of health
ingredients and time.
• Income is spent on the purchase of junk food meals and
health ingredients
• Time is spent on cooking, physical activity, and leisure
(working time is institutionally fixed)
F – junk food meals
H – healthy meals
G – cooking ingredients
k – cooking time
x – physical activity time
l – leisure time
Variables: (to be chosen by the individual)
Constraints
Budget constraint:
pF F + pGG = M where: M – income PF – price of junk food
PG – price of healthy food
Time constraint: k + x + l = 24
Production function: H = Min(G/ , k/)
where: , – technology coefficients
Consumption function: C = F + H
where: – taste coefficient
Obesity function: S = F – x
where: , – calorie intake and outtake coefficients
• Utility function: U = U(C, l)
Functions
The individual’s choice Assumption:
The individual seeks to maximize his/her net utility:
Max NU = U(C, l) – S
subject to his/her production and consumption functions
Procedure:
• Substitute the production and consumption function into the net utility function
• Formulate net utility in terms of F and x
• Differentiate net utilty with respest to F and x (first-order conditions)
• Totally differentiate the first-order condition with respect to pF and pG