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Explain Cardinal And Ordinal Utility Approach Brainly In

explain Cardinal And Ordinal Utility Approach Brainly In
explain Cardinal And Ordinal Utility Approach Brainly In

Explain Cardinal And Ordinal Utility Approach Brainly In Explain cardinal and ordinal utility approach? 18137701. nkambavathi nkambavathi 07.06.2020 economy secondary school answered explain cardinal and ordinal utility. Click here 👆 to get an answer to your question ️ explain cardinal and ordinal utility approach?.

Difference Between cardinal and Ordinal utility Analysis 10 Marks
Difference Between cardinal and Ordinal utility Analysis 10 Marks

Difference Between Cardinal And Ordinal Utility Analysis 10 Marks Answer: cardinal utility approach. cardinal utility is the utility wherein the satisfaction derived by the consumers from the consumption of good or service can be expressed numerically. it's approach is quantitative. it is less realistic. the measurement unit is utils. it is also known as marshall's utility approach or marginal utility analysis. Ordinal utility just ranks in terms of preference. cardinal utility is the idea that economic welfare can be directly observable and be given a value. for example, people may be able to express the utility that consumption gives for certain goods. for example, if a nissan car gives 5,000 units of utility, a bmw car would give 8,000 units. Ordinal utility and cardinal utility differ in measurement, with ordinal utility ranking preferences while cardinal utility measures the magnitude of preference. ordinal utility is widely used in economic analysis, whereas cardinal utility is less common due to its complexity and the subjective nature of satisfaction. explanation:. The cardinal utility is measured in terms of utils, i.e. units of utility. on the contrary, the ordinal utility is measured in terms of ranking of preferences of a commodity when compared to each other. cardinal utility approach propounded by alfred marshall and his followers. conversely, ordinal utility approach pioneered by hicks and allen.

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