dN= 47(-NMV?-)dv2RTM3/2v² exp(-2 TRTF(V)dV =Find the Vm value by considering the following curve.25 x 10-*20 x 10-298 KE15 x 10-410 x 10-41500 K5 x 10-+VmVmu, m s-!0002+00Snp NNP I

The given relation is as follows, F(V) dV = dNN = 4πM2πRT3/2 expMV22RT dV

dN = 47(- N MV². -)dv 2RT M 3/?v² exp(- 2 TRT F(V)dV = Find the Vm value by considering the following curve. w 25 x 10-* 20 x 10-4 298 K E 15 x 10-4 10 x 10-4 1500 K 5 x 10-+ Vm Vm u, m s- np N NP I

dN = 47(- N MV². -)dv 2RT M 3/?v² exp(- 2 TRT F(V)dV = Find the Vm value by considering the following curve. w 25 x 10-* 20 x 10-4 298 K E 15 x 10-4 10 x 10-4 1500 K 5 x 10-+ Vm Vm u, m s- np N NP I

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%

dN
= 47(-
N
MV?
-)dv
2RT
M
3/2v² exp(-
2 TRT
F(V)dV =
Find the Vm value by considering the following curve.
25 x 10-*
20 x 10-
298 K
E
15 x 10-4
10 x 10-4
1500 K
5 x 10-+
Vm
Vm
u, m s-!
0002
+00S
np N
NP I

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