| University | Singapore University of Social Science (SUSS) |
| Subject | MTH320: Mathematical Methods |
1.Use the definition of the homogenous function to show the following function is homogeneous, stating the degree. State and fully verify the Euler’s Theorem in this case
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2. The function f is homogeneous. Determine the values of a, c, d and h
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3. The function f is defined for all real numbers x and y by
Find and classify the stationary points of f
When a consumer has positive quantities, x and y, of apples and oranges respectively, his utility is given by
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Given that each apple costs $4 and each orange costs $1, find the quantities, x* and y*, that will maximise his utility given that he spends $M on apples and oranges. Also find the corresponding value of the Lagrange multiplier, λ*, giving your answer in the simplest possible form.
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