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Why isoquants convex to the origin?

Updated: 8/23/2023
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law of diminishing returns

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Q: Why isoquants convex to the origin?
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Related questions

Why isoquants convex?

diminshing marginal rate of substitution between factors


What are the properties of isoquants?

The further the Isoquant is from the origin, the greater will be the level of output (i.e a higher isoquant represent a higher level of output) Two Isoquants can never intersect each other Isoquants always slopes downward


Is the production possibilities curve convex to the origin?

yes


What are characteristics of an indifference curve?

indifferent curves are convex to their origin, they do not intersect, and have a negative slope


What is the ridge lines in economics?

ridge lines is the combination of isoquants


If the law of increasing opportunity costs is reflected in a production possibilities curve which is?

production possibilities curve convex to the origin. Elson Mendoza was here.


Assume that a change in government policy results in greater production of both consumer goods and investment goods?

this economy's ppc is convex to the origin


Why is ppc convex to origin?

because all factors of production cannot be equally efficiently be used to produce one product than the other...


Is a ploygon convex or not convex?

a polygon is convex


How producers equilibrium is achieved with isoquant and isocost curves?

producers equilibrium is achieved with isoquants and isocost curves


Explain the concept of ridge lines in economics?

Ridge lines is a concept in Micro Economics related to Isoquants (which shows different combination of inputs for the same level of output). However, after a certain point Isoquant begins to slope upward, if there are 2 or more isoquants then there would be similar points on the other isoquants too... on joining these points, you get the ridge lines. Note: the point from where Isoquant slopes upward is a point where the marginal product of one of the input is negative.


What are the conditions under which an isoquant will not be convex?

Linear isoquant [perfect substitutability of factors of production], Input-output isoquant or Leontif isoquant [no substitution or strict complementarity; only one efficient method of production] are exceptions to isoquant convexity to the origin. Kinked isoquant is of limited substitutability at kinks. But if kinks come closer and closer, it will become a smooth curve, convex to the origin.