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Barometric Pressure P (Measured in Inches of Mercury) Decreases with Respect

Question 47

Multiple Choice

Barometric pressure p (measured in inches of mercury) decreases with respect to altitude a (measured in feet) at a rate that is directly proportional to the altitude. Assume the constant of proportionality is 0.003. Write a differential equation representing the rate of change of barometric pressure.


A) Barometric pressure p (measured in inches of mercury) decreases with respect to altitude a (measured in feet) at a rate that is directly proportional to the altitude. Assume the constant of proportionality is 0.003. Write a differential equation representing the rate of change of barometric pressure. A) inches of mercury per foot B) inches of mercury per foot C) inches of mercury per foot D) inches of mercury per foot E) inches of mercury per foot inches of mercury per foot
B) Barometric pressure p (measured in inches of mercury) decreases with respect to altitude a (measured in feet) at a rate that is directly proportional to the altitude. Assume the constant of proportionality is 0.003. Write a differential equation representing the rate of change of barometric pressure. A) inches of mercury per foot B) inches of mercury per foot C) inches of mercury per foot D) inches of mercury per foot E) inches of mercury per foot inches of mercury per foot
C) Barometric pressure p (measured in inches of mercury) decreases with respect to altitude a (measured in feet) at a rate that is directly proportional to the altitude. Assume the constant of proportionality is 0.003. Write a differential equation representing the rate of change of barometric pressure. A) inches of mercury per foot B) inches of mercury per foot C) inches of mercury per foot D) inches of mercury per foot E) inches of mercury per foot inches of mercury per foot
D) Barometric pressure p (measured in inches of mercury) decreases with respect to altitude a (measured in feet) at a rate that is directly proportional to the altitude. Assume the constant of proportionality is 0.003. Write a differential equation representing the rate of change of barometric pressure. A) inches of mercury per foot B) inches of mercury per foot C) inches of mercury per foot D) inches of mercury per foot E) inches of mercury per foot inches of mercury per foot
E) Barometric pressure p (measured in inches of mercury) decreases with respect to altitude a (measured in feet) at a rate that is directly proportional to the altitude. Assume the constant of proportionality is 0.003. Write a differential equation representing the rate of change of barometric pressure. A) inches of mercury per foot B) inches of mercury per foot C) inches of mercury per foot D) inches of mercury per foot E) inches of mercury per foot inches of mercury per foot

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