![At a pressure of 24 × 10^5 dyne cm^-2 , the volume of O2 is 10 litre and mass is 20 g . The rms velocity will be At a pressure of 24 × 10^5 dyne cm^-2 , the volume of O2 is 10 litre and mass is 20 g . The rms velocity will be](https://d1hj4to4g9ba46.cloudfront.net/questions/1984428_1257243_ans_ca5cce99e54249a2accf074b704fcced.jpg)
At a pressure of 24 × 10^5 dyne cm^-2 , the volume of O2 is 10 litre and mass is 20 g . The rms velocity will be
![If the value of atmospheric pressure is `10^(6)` dyne `cm^(-2)`, find its value in SI units. - YouTube If the value of atmospheric pressure is `10^(6)` dyne `cm^(-2)`, find its value in SI units. - YouTube](https://i.ytimg.com/vi/uqeBKJLc4cA/maxresdefault.jpg)
If the value of atmospheric pressure is `10^(6)` dyne `cm^(-2)`, find its value in SI units. - YouTube
![The shear stress (dyne/cm 2 ) against shear rate (s -1 ) for rabbits... | Download Scientific Diagram The shear stress (dyne/cm 2 ) against shear rate (s -1 ) for rabbits... | Download Scientific Diagram](https://www.researchgate.net/publication/289121029/figure/fig2/AS:446397154631681@1483440783099/The-shear-stress-dyne-cm-2-against-shear-rate-s-1-for-rabbits-blood-serum-p005.png)
The shear stress (dyne/cm 2 ) against shear rate (s -1 ) for rabbits... | Download Scientific Diagram
![What will be the pressure in dyne cm^-2 , due to a water column of height 12.5cm ? ( g = 980cm s^-2 ) (density of water 10^3kg m^-3 ). What will be the pressure in dyne cm^-2 , due to a water column of height 12.5cm ? ( g = 980cm s^-2 ) (density of water 10^3kg m^-3 ).](https://haygot.s3.amazonaws.com/questions/1966104_512604_ans_ec02bf5104b34c5eb44f2211f9ef5b50.jpg)
What will be the pressure in dyne cm^-2 , due to a water column of height 12.5cm ? ( g = 980cm s^-2 ) (density of water 10^3kg m^-3 ).
![The value fo universal gravitationla constant `G` in `CGS` system is `6.67xx10^(-8)` dyne `cm^(2) - YouTube The value fo universal gravitationla constant `G` in `CGS` system is `6.67xx10^(-8)` dyne `cm^(2) - YouTube](https://i.ytimg.com/vi/-VVeTxEGpx0/maxresdefault.jpg?sqp=-oaymwEmCIAKENAF8quKqQMa8AEB-AH-CYAC0AWKAgwIABABGGUgZShlMA8=&rs=AOn4CLDwh-fxZjRy0kg5ntvs3nt-T9ZuNg)