in which story could you use the quotient -24 ÷ 10 to answer the question? before leaving for the store, jim…

in which story could you use the quotient -24 ÷ 10 to answer the question? before leaving for the store, jim turns on his air conditioning as soon as he gets into his car. in the 10 minutes it takes him to drive to the store, the temperature in the car drops 24 degrees. on average, how much did the temperature change per minute? before leaving for the store, jim turns on his air conditioning as soon as he gets into his car. in the 24 minutes it takes him to drive to the store, the temperature in the car drops 10 degrees. on average, how much did the temperature change per minute?

in which story could you use the quotient -24 ÷ 10 to answer the question? before leaving for the store, jim turns on his air conditioning as soon as he gets into his car. in the 10 minutes it takes him to drive to the store, the temperature in the car drops 24 degrees. on average, how much did the temperature change per minute? before leaving for the store, jim turns on his air conditioning as soon as he gets into his car. in the 24 minutes it takes him to drive to the store, the temperature in the car drops 10 degrees. on average, how much did the temperature change per minute?

Answer

Explanation:

Step1: Analizar el primer caso

Para el primer relato, el cambio de temperatura es de - 24 grados (descenso) en 10 minutos. La tasa de cambio de temperatura por minuto se calcula dividiendo el cambio total de temperatura entre el tiempo. La expresión es $\frac{-24}{10}=-24\div10$.

Step2: Analizar el segundo caso

En el segundo relato, el cambio de temperatura es de - 10 grados (descenso) en 24 minutos. La tasa de cambio de temperatura por minuto se calcula como $\frac{-10}{24}=-10\div24$, que no es $-24\div10$.

Answer:

El primer relato (Before leaving for the store, Jim turns on his air conditioning as soon as he gets into his car. In the 10 minutes it takes him to drive to the store, the temperature in the car drops 24 degrees. On average, how much did the temperature change per minute?)