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How Many Combinations of Goods X and Y Can Be Consumed? – Understanding Indifference Curves and Consumer Choices

Quena.id – An indifference curve is a curve that connects combination points of 25. A certain amount of goods is consumed and provides the same level of satisfaction, or a situation where consumers are in a state of indifference in consuming various types of goods. If a consumer’s indifference curve is prepared from the equation 2xy = a where the price of good x is 10, the price of good y is 5 and the total income is 100, how many combinations of goods x and y can be consumed?

Also Read: Write the Symbol of Each of the Following Numbers in the Form of Rank Notation with the Number of Roots 2, 3, 5, 7 or

An indifference curve is a curve that connects the combination points of 25.

A certain number of goods are consumed and provide the same level of satisfaction, or a situation where consumers are in a state of indifference in consuming various types of goods.

If a consumer’s indifference curve is prepared from the equation 2xy = a with the price of good x is 10, the price of good y is 5 and the total income is 100.

How many combinations of goods x and y can be consumed?

Question

Read Also: Determine the set of prime factors of the following numbers: 60, 150, 120, 300, 210

An indifference curve is a curve that connects combination points of 25. A certain amount of goods is consumed and provides the same level of satisfaction, or a situation where consumers are in a state of indifference in consuming various types of goods. If a consumer’s indifference curve is prepared from the equation 2xy = a where the price of good x is 10, the price of good y is 5 and the total income is 100, how many combinations of goods x and y can be consumed?

Discussion of Answers

Also Read: If the total cost function is shown by the equation TC = 5Q²-10Q+8, then determine MC and AC

Is known :

2xy = a

x = 10

y = 5

a = 100

2023-06-27 15:59:00
#Indifference #Curve #Curve #Connecting #Combination #Points

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