Suppose the function of earnings (in dollars) is given by G(x)=10x^3-320x^2+3410x-12090 where x is the quantity of product that is produced and sold. Suppose that this function is defined in the intervals [9, 12] G has a relative minimum if x equals______ G has a relative maximum if x equals______ The absolute maximum of the function of earnings G(x) occurs if x is equal to_____ Tha maximum earning in this case is equal to $______dollars
Suppose the function of earnings (in dollars) is given by G(x)=10x^3-320x^2+3410x-12090 where x is the quantity of product that is produced and sold. Suppose that this function is defined in the intervals [9, 12] G has a relative minimum if x equals______ G has a relative maximum if x equals______ The absolute maximum of the function of earnings G(x) occurs if x is equal to_____ Tha maximum earning in this case is equal to $______dollars
Suppose the function of earnings (in dollars) is given by G(x)=10x^3-320x^2+3410x-12090 where x is the quantity of product that is produced and sold. Suppose that this function is defined in the intervals [9, 12] G has a relative minimum if x equals______ G has a relative maximum if x equals______ The absolute maximum of the function of earnings G(x) occurs if x is equal to_____ Tha maximum earning in this case is equal to $______dollars
Suppose the function of earnings (in dollars) is given by G(x)=10x^3-320x^2+3410x-12090 where x is the quantity of product that is produced and sold. Suppose that this function is defined in the intervals [9, 12]
G has a relative minimum if x equals______
G has a relative maximum if x equals______
The absolute maximum of the function of earnings G(x) occurs if x is equal to_____
Tha maximum earning in this case is equal to $______dollars
Transcribed Image Text:Suponga que la función de ganancia (en dólares) está dada por
G(r) = 10r – 320r + 3410r – 12090
donde z es el la cantidad de producto que se produce y vende. Suponga que esta función se define en el intervalo 9, 12|.
Conteste lo siguiente (No use comas para designar miles si el resultado lo requiere. Por ejemplo 1,999.01 se escribe como 1999.01.):
G tiene mínimo relativo si =
• Gtiene máximo relativo si z =
El máximo absoluto de la función de ganancia G(r) ocurre si z es igual a
La ganancia máxima en dicho caso es igual a $
erior
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Formula Formula A function f(x) attains a local maximum at x=a , if there exists a neighborhood (a−δ,a+δ) of a such that, f(x)<f(a), ∀ x∈(a−δ,a+δ),x≠a f(x)−f(a)<0, ∀ x∈(a−δ,a+δ),x≠a In such case, f(a) attains a local maximum value f(x) at x=a .
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