Partial derivatives with SymPy
You are an economist working for an automotive company. Your manager has modeled the production process as a function of the number of machines \(K\) and the number of workers \(L\) to produce \(F = -3K^2 + 100K - \frac{1}{2}L^2 + 100L\) cars. This is your multivariate objective function. You'll need to use partial derivatives to optimize this function.
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Este ejercicio forma parte del curso
Introduction to Optimization in Python
Ejercicio interactivo práctico
Prueba este ejercicio completando el código de muestra.
# Define symbols K, L
K, L = ____(____)
F = -3*K**2 + 100* K - (1/2)*L**2 + 100*L