At a constant temperature of 15ºC, the barometric pressure can be approximated by the formula P=1013.25(0.89)xP=1013.25(0.89)x, where x is the altitude about sea level, measured in kilometers. which of the following statement best describes how the pressure is changing? A) The pressure increases by 11% for every additional kilometers above sea level. B) The pressure increases by 89% for every additional kilometers above sea level. C) The pressure decreases by 89% for every additional kilometers above sea level. D) The pressure decreases by 11% for every additional kilometers above sea level.

Answered: At a constant temperature of 15ºC, the…

College Algebra

10th Edition

ISBN:9781337282291

Author:Ron Larson

Publisher:Ron Larson

Chapter3: Polynomial Functions

Section3.5: Mathematical Modeling And Variation

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At a constant temperature of 15ºC, the barometric pressure can be approximated by the formula P=1013.25(0.89)xP=1013.25(0.89)x, where x is the altitude about sea level, measured in kilometers. which of the following statement best describes how the pressure is changing?

A) The pressure increases by 11% for every additional kilometers above sea level.
B) The pressure increases by 89% for every additional kilometers above sea level.
C) The pressure decreases by 89% for every additional kilometers above sea level.
D) The pressure decreases by 11% for every additional kilometers above sea level.

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