Suppose an individuals utility function is u=x 1 1/2 , x 2 1/2 . Let p 1
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Question:
- Suppose an individual’s utility function is u=x11/2, x21/2. Let p1=4, p2=5, and income equal $200.
- With a general equation and general prices, derive the equal marginal principle. Graphically illustrate equilibrium and disequilibrium conditions and how consumers can reallocate their consumption to maximize utility.
- What is the optimal amount of x1 consumed?
- What is the optimal amount of x2 consumed?
- What is the marginal rate of substitution at the optimal amounts of x1 and x2?
- As functions of p1, p2, and m, derive x1’s demand curve?
- As functions of p1, p2, and m, derive x2’s demand curve?
Related Book For
Microeconomics An Intuitive Approach with Calculus
ISBN: 978-0538453257
1st edition
Authors: Thomas Nechyba
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