States of Elasticity of Demand From the Healthcare Sector Essay

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General description

The elasticity of demand is a significant metric to determine the economic value of the services. This concept is particularly relevant in the health-related market due to the urgency of certain operations. States of elasticity of demand are categorized as perfectly inelastic, inelastic, unit elastic, elastic, and perfectly elastic. For instance, an urgent operation would be considered an inelastic demand since the customer does not want to postpone the surgery. Ultimately, these conditions determine the correlation between price and total revenue.

Perfectly Inelastic

Ed = 0

Perfectly inelastic demand implies a dependent increase in price and total revenue; similarly, a decrease in prices will decrease total revenue.

Example: Heart Bypass Surgery – Life-threatening Condition

YearPriceNumber of Patients
201940000100
202050000100

Formula

((100 – 100) / 100) / (50000 – 40000) / 40000 = 0

Formula

Formula

Inelastic

Ed < 1

Inelastic demand is similar to perfectly inelastic but to a lower extent.

Example: Cataract Surgery among Elderly – may have severe negative consequences

YearPriceNumber of Patients
20192300220
20202600200

Formula

((200 – 220) / 220) / (2600 – 2300) / 2300 = -0.09/0.1304 = -0.7

The average elasticity of healthcare operations is approximately -0.2, which means that most services in the industry are inelastic (Valencia, 2021).

Unit Elastic

Ed = 1

Unit elastic demand implies the stagnation of total revenue regardless of prices.

Example: Circumcision of Newborns

YearPriceNumber of Patients
2019200200
2020400100

Formula

((100 – 200) / 200) / (400 -200) / 400 = 1

Elastic

Ed > 1

Elastic demand implies that a decrease in prices will result in increased total revenue.

Example: Teeth Whitening

YearPriceNumber of Patients
2019600300
2020500450

Formula

((450 – 300) / 300) / (500 -600) / 600 = 0.5 / 0.16 = 3.125

Perfectly Elastic

Ed = ∞

Perfectly elastic demand implies that the total revenue does not depend on the price due to the emergency and inevitability of certain conditions.

Example: Child Birth

YearPriceNumber of Patients
2019500130
2020500100

Formula

((130 – 100) / 100) / (500 – 500) / 500 = 0.3/0 = ∞

Reference

Valencia, E. (2021). . Konplik.

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IvyPanda. (2023, February 24). States of Elasticity of Demand From the Healthcare Sector. https://ivypanda.com/essays/states-of-elasticity-of-demand-from-the-healthcare-sector/

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"States of Elasticity of Demand From the Healthcare Sector." IvyPanda, 24 Feb. 2023, ivypanda.com/essays/states-of-elasticity-of-demand-from-the-healthcare-sector/.

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IvyPanda. (2023) 'States of Elasticity of Demand From the Healthcare Sector'. 24 February.

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IvyPanda. 2023. "States of Elasticity of Demand From the Healthcare Sector." February 24, 2023. https://ivypanda.com/essays/states-of-elasticity-of-demand-from-the-healthcare-sector/.

1. IvyPanda. "States of Elasticity of Demand From the Healthcare Sector." February 24, 2023. https://ivypanda.com/essays/states-of-elasticity-of-demand-from-the-healthcare-sector/.


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IvyPanda. "States of Elasticity of Demand From the Healthcare Sector." February 24, 2023. https://ivypanda.com/essays/states-of-elasticity-of-demand-from-the-healthcare-sector/.

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