It is located 30 km above the Earth's surface (roughly in themiddle of the stratosphere), the pressure is about 0.013 atm,and the gas density is 3.74 x 1023 molecules/m³. Assumingthat N2 represents the stratosphere, calculate the followingusing the collision diameter 368 pm:a) The temperature of the atmosphere 30 km above theEarth's surface,b) The number of collisions suffered by a single gas particlein this region of the stratosphere in 1 second,c) the total number of particle collisions occurring in 1second is,d) The average free path taken by a gas particle in this regionof the stratosphere.

It is located 30 km above the Earth's surface (roughly in the middle of the stratosphere), the pressure is about 0.013 atm, and the gas density is 3.74 x 1023 molecules/m³. Assuming that N2 represents the stratosphere, calculate the following using the collision diameter 368 pm:

It is located 30 km above the Earth's surface (roughly in the middle of the stratosphere), the pressure is about 0.013 atm, and the gas density is 3.74 x 1023 molecules/m³. Assuming that N2 represents the stratosphere, calculate the following using the collision diameter 368 pm:

Chemistry

10th Edition

ISBN:9781305957404

Author:Steven S. Zumdahl, Susan A. Zumdahl, Donald J. DeCoste

Publisher:Steven S. Zumdahl, Susan A. Zumdahl, Donald J. DeCoste

Chapter1: Chemical Foundations

Section: Chapter Questions

Problem 1RQ: Define and explain the differences between the following terms. a. law and theory b. theory and...

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Question

100%

It is located 30 km above the Earth's surface (roughly in the
middle of the stratosphere), the pressure is about 0.013 atm,
and the gas density is 3.74 x 1023 molecules/m³. Assuming
that N2 represents the stratosphere, calculate the following
using the collision diameter 368 pm:
a) The temperature of the atmosphere 30 km above the
Earth's surface,
b) The number of collisions suffered by a single gas particle
in this region of the stratosphere in 1 second,
c) the total number of particle collisions occurring in 1
second is,
d) The average free path taken by a gas particle in this region
of the stratosphere.

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