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The Oxygen Consumption (In Milliliter/pound/minute) for a Person Walking at X

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The oxygen consumption (in milliliter/pound/minute) for a person walking at x mph is approximated by the function ​ The oxygen consumption (in milliliter/pound/minute)  for a person walking at x mph is approximated by the function ​   ​ Where the oxygen consumption for a runner at x mph is approximated by the function ​   ​ At what speed is the oxygen consumption the same for a walker as it is for a runner? What is the level of oxygen consumption at that speed? ​ A)  3.1 mph, 100.6 mL/lb/min B)  7.6 mph, 95.6 mL/lb/min C)  4.6 mph, 65.6 mL/lb/min D)  5.6 mph, 75.6 mL/lb/min E)  7.1 mph, 90.6 mL/lb/min
Where the oxygen consumption for a runner at x mph is approximated by the function
The oxygen consumption (in milliliter/pound/minute)  for a person walking at x mph is approximated by the function ​   ​ Where the oxygen consumption for a runner at x mph is approximated by the function ​   ​ At what speed is the oxygen consumption the same for a walker as it is for a runner? What is the level of oxygen consumption at that speed? ​ A)  3.1 mph, 100.6 mL/lb/min B)  7.6 mph, 95.6 mL/lb/min C)  4.6 mph, 65.6 mL/lb/min D)  5.6 mph, 75.6 mL/lb/min E)  7.1 mph, 90.6 mL/lb/min
At what speed is the oxygen consumption the same for a walker as it is for a runner? What is the level of oxygen consumption at that speed?

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Definitions:

Normally Distributed

A description of a dataset whose distribution forms a symmetrical bell-shaped curve, characterized by its mean and standard deviation.

Normally Distributed

A distribution of data where observations are symmetrically distributed around the mean, forming a bell-shaped curve.

Production

The process of creating, manufacturing, or constructing products or services.

Standard Deviation

A means of gauging the extent of distribution or variation within a group of data.

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