How can you just take m out of the equation because it is a constant? It doesnt make sense and would be the equivelant of taking c² out of E=mc² because it is a constant
If you observe the ratio of both the forces that the centrifugal force and gravitational force (which is mxg), the m automatically gets cut off in numerator and denominator. As in the video I have only explained about the "g" (i.e. accelaration due to gravity), I did not consider "m" in the equation because eventually it would have been cut off when divided by gravitational force.
RPM is revolutions per minute, we need to convert into "per second" to equalize the units. So we need to divide rpm value by 60 which now gives the value in "per second"
One of the best explaination ever..
Best Nutshell video for centrifugation!
Thanks for this 🙏
Thank you very much brother
very nicely explained
To change the rpm unit from minute to second you have to multiple it with 60 not divide.
thanx it was good , also subtitles would be good for video
Thanks a lot i get it 😊
How can you just take m out of the equation because it is a constant? It doesnt make sense and would be the equivelant of taking c² out of E=mc² because it is a constant
If you observe the ratio of both the forces that the centrifugal force and gravitational force (which is mxg), the m automatically gets cut off in numerator and denominator. As in the video I have only explained about the "g" (i.e. accelaration due to gravity), I did not consider "m" in the equation because eventually it would have been cut off when divided by gravitational force.
@@scienceexplainedeasily8907 that makes sense, thank you for explaining
thnx
Why devided by 60??
RPM is revolutions per minute, we need to convert into "per second" to equalize the units. So we need to divide rpm value by 60 which now gives the value in "per second"
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