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It is defined as the square root of the mean of squares of the velocities possessed by the different molecules of a gas at a particular temperature.
It is usually represented by \(\mu\).
If all the molecules of the gas are supposed to have different velocities, say \({ \mu }_{ 1 }, { \mu }_{ 2 }, { \mu }_{ 3 },,,, { \mu }_{ n }\) cm/sec, then $$ \mu = \sqrt { \frac { { { \mu }_{ 1 } }^{ 2 }+{ { \mu }_{ 2 } }^{ 2 }+{ { \mu }_{ 3 } }^{ 2 }+,,,,,,+{ { \mu }_{ n } }^{ 2 } }{ n } } $$ $$ \mu = \sqrt { \frac { 3RT }{ M } } $$ where R is Gas constant,
T is absolute temperature
M is molecular Weight of gas.
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Shared publicly - 2019-08-23 00:00:00
Don’t want your columns to simply stack in some grid tiers? Use a combination of different classes for each tier as needed. See the example below for a better idea of how it all works.
Shared publicly - 2019-08-24 00:00:00
For grids that are the same from the smallest of devices to the largest, use the .col and .col-* classes. Specify a numbered class when you need a particularly sized column; otherwise, feel free to stick to
Shared publicly - 2023-02-28 11:09:52
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Shared publicly - 2023-02-28 10:48:10
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