Slides from University of Palermo about Demand of Sports. The Pdf explores the concept of demand in sports economics, discussing hierarchical and derived demands, and price composition. This material is schematic and useful for self-study, presenting key concepts clearly for university-level Economics students.
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Sports Economics - Demand of Sports 2
. The sports system in Italy is defined by the UNI 8616 standard of March 1984 as 'the whole of all sports practitioners and services'. Demand side Citizens practitioners Sports activity Supply side Resources Organization / services Initiatives Sports Economics - Demand of Sports 3
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. As regards the supply of sports, sports production is the result of the interaction between three sectors:
. These three sectors have distinct goals and use different methods to achieve them, making it impossible to identify a unique supply curve. Sports Economics - Demand of Sports 6
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. Therefore, before analysing the demand for sport, it is essential to analyse the individual's choice regarding the amount of leisure time they decide to use. Sports Economics - Demand of Sports 8
. The demand for leisure time results from the process of utility maximisation under a budget line. . The individual's preferences are captured by the utility function U, which is drawn assuming that the axioms of completeness, transitivity, and monotonicity are verified (Deaton-Muellbauer 1998). Sports Economics - Demand of Sports 9
. The assumption is that the demand for leisure is derived from the consumer's utility, where there is a positive relationship between the consumption of general goods qc and leisure consumption q1. In other words, as the consumption of the two goods increases, utility also increases U = U (qc; qL) Sports Economics - Demand of Sports 10
. According to the axioms, the indifference curves are negatively sloped, with convexity towards the origin of the axes. They never intersect, and higher curves represent higher utility. qc U4 U3 U. U1 qL Sports Economics - Demand of Sports 11
IV . The utility maximisation process involves considering the budget constraint, which represents the resources available for purchasing two goods, qc and qL· Pc * qc + W *qL = WT+V=Y · Where Pc represents the price of consumption goods (qc), W represents the wage, which is the price or opportunity cost of leisure time (qL). T represents the total time available to the individual, and V represents the income from ownership or non-employment. . The term on the right-hand side of the equation, wT + V, represents the individual's total purchasing power from work and non-work, which can be used to purchase general goods and leisure. This term is known as total income Y. Sports Economics - Demand of Sports 12
V · Graphically, the budget constraint can be represented as a line where the maximum quantity of consumption is equal to wT + V /Pc and the total time T is equal to 24 hours. · The consumer cannot have all the leisure and cannot consume all he/she wants. · The consumer can buy more goods only by sacrificing leisure time to work and earn income. qc (V+wT)/Pc QL T=24H Sports Economics - Demand of Sports 13
(VI) · The maximisation process leads individuals to place themselves on the highest achievable indifference curve given the resources at their disposal. . The consumer is best off at the point of tangency between an indifference curve and her constraint. . In equilibrium, we have the equality between the marginal rate of substitution and the ratio of the prices of goods. . This allows us to define the amount of consumer goods (q*) and leisure time * qc that individuals choose to consume. W - = MRS qc Pc * qc * qL T=24H qL Sports Economics - Demand of Sports 14
V · Graphically, it can be derived the demand for leisure time when the wage (w) increases: qc E2 E1 * Eo qc ∗ $ T=24H · For the income effect, when wage increases, the consumer becomes more rich and wants to consume more of both goods · For substitution effects, when wage increases, the consumer will substitute the good relatively more expensive (leisure time) with the good relatively cheaper (consumption good) w w' w' w DI $ 𝒒𝑳 ∗ qL Sports Economics - Demand of Sports 15
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. Therefore, the quantity demanded for a leisure activity or occupation, such as sports (qs), can be obtained as follows: qs = f (Ps, PA, Pc, Y) · Where Ps is the price of sports, PA is the price of other recreational activities, Pc is the price of consumption good and finally Y is the income of a consumer. Sports Economics - Demand of Sports 18
. The relationship between the price of a good or leisure activity and the quantity demanded is negative. As the price increases, the quantity demanded decreases. . Then, the demand curve for sport is downward sloping as shown. · Shifts along the curve are caused by variations in the price of sport, · Shifts in the entire curve may originate from variations in the individual's available resources, consumer preferences, or prices of other goods and leisure activities. Ps Ds qs Sports Economics - Demand of Sports 19
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. On the other hand, derived demands are based on the quantity demanded of goods that are functional to the chosen sporting activity (such as the quantity of tennis rackets or baseball bats). Sports Economics - Demand of Sports 21
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