The mass of a substance, which follows a continuous exponential growth model, is being studied in a lab. The doubling time for this substance was observed to
be 8 hours. There were 3.6 mg of the substance present at the beginning of the study.

In order to find the continuous growth rate, we need to convert the model to the form P(t) = P0ekt. So, we need to solve for k in 1.042 = ek. Taking the natural log of both sides, we get k = ln(1.042) ≈ . 04114.

Step-by-step explanation:

Hope that helps?

Answer Link

The mass of a substance, which follows a continuous exponential growth model, is being studied in a lab. The doubling time for this substance was observed to be 8 hours. There were 3.6 mg of the substance present at the beginning of the study.

Respuesta :

Otras preguntas

The mass of a substance, which follows a continuous exponential growth model, is being studied in a lab. The doubling time for this substance was observed to
be 8 hours. There were 3.6 mg of the substance present at the beginning of the study.