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8. Dadas las funciones de utilidad, encuentre las condiciones de ptimo de primer y segundo orden, y derive las curvas de demanda ordinaria para

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8. Dadas las funciones de utilidad, encuentre las condiciones de ptimo de primer y segundo orden, y derive las curvas de demanda ordinaria para cada bien a. b. c. 4+0.51niy 2',-vx24 Gratique las curvas de demanda ordinaria y de Engel con los datos de las preguntas 6a y 6c. Calcule las elasticidades ingreso, precio y cruzadas. Con los datos de la pregunta 6, derive la funcin de utilidad indirecta y recupere las funciones de utilidad ordinaria. Con los datos de la pregunta 6, derive las curvas de demanda compensada a la Hicks.

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