In this Lorenz Curve, the formula for the GINI coefficient is: (Yellow Area) / (Yellow Area + Green Area). If the Yellow Area is 0.1 and the Green Area is 0.4, what is the GINI coefficient?

Respuesta :

Answer: 0.2

Explanation:

The Gini coefficient also referred to as the Gini index is a statistical measure of distribution that depicts economic inequality through the measure of income distribution or wealth distribution among the population. Gini coefficient ranges from 0 to 1, with 0 meaning perfect equality and 1 meaning perfect inequality. Gini coefficient values over 1 are also possible as a result of negative income or wealth.

Since the formula for the GINI coefficient in the Lorenz curve has been given as: (Yellow Area) / (Yellow Area + Green Area) and yellow area is 0.1 and green area is 0.4.

Gini coefficient= 0.1 /(0.1+0.4)

= 0.1/0.5

= 0.2

Based on the formula for the GINI coefficient and the figures given, the GINI coefficient will be 0.2.

What is the GINI Coefficient?

As stated about, this can be found as:

= (Yellow Area) / (Yellow Area + Green Area)

Solving therefore gives:

= (0.1 ) / (0.1 + 0.4)

= 0.2

In conclusion, the GINI Coefficient will be 0.2.

Find out more on the GINI Coefficient at https://brainly.com/question/24554155.

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