Kinetic Energy: Question #1 The gas nitrous oxide, N2O, is a dental anesthetic. a) Calculate the root-mean square velocity (ums ^ m/sec) of N20(g) at a temperature of 27°C R = 8.31 (kg-m2) / (K-mol-sec²) Urms = [ Select ] m/sec 3RTK 13 {MMkg b) Calculate the kinetic energy (KE ~ in joules) of a single molecule of dinitrogen monoxide with this root-mean square velocity (Urms)? KE = [ Select ] joules 2 KE = 2 mkg • Hrms

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Author:Steven S. Zumdahl, Susan A. Zumdahl, Donald J. DeCoste
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Kinetic Energy:
Question #1
The gas nitrous oxide, N2O, is a dental anesthetic.
a) Calculate the root-mean square velocity (ums ^ m/sec) of N20(g) at a
temperature of 27°C
R = 8.31 (kg-m2) / (K-mol-sec²)
Urms =
[ Select ]
m/sec
3RTK 13
{MMkg
b) Calculate the kinetic energy (KE ~ in joules) of a single molecule of
dinitrogen monoxide
with this root-mean square velocity (Urms)?
KE =
[ Select ]
joules
2
KE = 2 mkg • Hrms
Transcribed Image Text:Kinetic Energy: Question #1 The gas nitrous oxide, N2O, is a dental anesthetic. a) Calculate the root-mean square velocity (ums ^ m/sec) of N20(g) at a temperature of 27°C R = 8.31 (kg-m2) / (K-mol-sec²) Urms = [ Select ] m/sec 3RTK 13 {MMkg b) Calculate the kinetic energy (KE ~ in joules) of a single molecule of dinitrogen monoxide with this root-mean square velocity (Urms)? KE = [ Select ] joules 2 KE = 2 mkg • Hrms
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