The pH level of the human mouth 42 minutes after eating food to the nearest tenth. The model of the pH level is f ( x ) = 6.5 x 2 − 20.4 x + 234 x 2 + 36 . It is described by the graph below:
The pH level of the human mouth 42 minutes after eating food to the nearest tenth. The model of the pH level is f ( x ) = 6.5 x 2 − 20.4 x + 234 x 2 + 36 . It is described by the graph below:
Solution Summary: The author calculates the pH level of the human mouth when the sugar level is lowest.
The pH level of the human mouth 42 minutes after eating food to the nearest tenth. The model of the pH level is f(x)=6.5x2−20.4x+234x2+36. It is described by the graph below:
(b)
To determine
To calculate: The pH level of the human mouth when the sugar level is lowest. The model of the pH level is f(x)=6.5x2−20.4x+234x2+36.
(c)
To determine
To calculate: The normal pH level of the human mouth as per the graph. The graph is
(d)
To determine
The equation of the horizontal asymptote and define the pH level over time. If the model of the pH level is f(x)=6.5x2−20.4x+234x2+36. The graph is:
(e)
To determine
The status of the pH level during first hour. If the model of the pH level is f(x)=6.5x2−20.4x+234x2+36. The graph is:
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