InterviewSolution
Saved Bookmarks
| 1. |
Calculate angular velocity of the earth so that acceleration due to gravity at `60^(@)` latitude becomes zero (radius of the earth = 6400 km, gravitational acceleration at poles = `10 m//s^(2) , cos60^(@) = 0.5`)A. `(GMm)/(11R)`B. `(GMm)/(10R)`C. `(mgR)/(11G)`D. `(10GMm)/(11R)` |
|
Answer» Correct Answer - d `g_(d)=g-Romega^(2)cos^(2)phi,0=g-R omega^(2)cos^(2)phi,` `Romega^(2)cos^(2)phi=g` `omega^(2)=(g)/(Rcos^(2)phi)` `omega=sqrt((g)/(Rcos^(2)phi))` `=sqrt((10)/(6.4xx10^(6)xx(1)/(4)))=sqrt((100)/(16xx10^(6)))` `=(10)/(4)xx10^(-3)` `omega=2.5xx10^(-3)"rad/s"` |
|