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Z=17 a=24 determine proportional constant z varies inversely with A

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Answer to a math question Z=17 a=24 determine proportional constant z varies inversely with A

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Madelyn

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Para determinar la constante proporcional entre Z y A cuando Z varía inversamente con A, podemos utilizar la fórmula: Z = k/A donde Z es la variable dependiente, A es la variable independiente y k es la constante proporcional. Dado que Z = 17 cuando A = 24, podemos sustituir estos valores en la fórmula para resolver k. 17 = k/24 Para encontrar el valor de k, podemos multiplicar ambos lados de la ecuación por 24: k = 17 * 24 Calculando esto, encontramos que la constante proporcional es: k = 408 Por tanto, la constante proporcional entre Z y A es 408 cuando Z varía inversamente con A.

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