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3. Soit f : R- -> R une fonction derivable telle que f(1, 2) = 4, et V f(1, 2) = (3, -2). Soit maintenant
3. Soit f : R- -> R une fonction derivable telle que f(1, 2) = 4, et V f(1, 2) = (3, -2). Soit maintenant la fonction h(c, y) = f(3ry - 2, x + y). Calculez la direction selon laquelle la fonction h a le taux de variation le plus grand au point (1, 1), et calculez ce taux de variation maximal
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