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body of density `rho` is dropped from height h into a liquid having density `sigma(sigmagt rho)` .If the body just touches the of the container, then the distance of fallen would be proprotional to (Neglect viscous forces)A. `(h)/(sigma-rho)`B. `(h)/(sigma+rho)`C. `hxx(sigma-rho)`D. `(hrho)/(sigma-rho)` |
Answer» Bouyabt force `Fprop(sigma-rho)` `:.` Decleration `prop(sigma-rho)rArra=-k(sigma-rho)` Now, as initial velocity , `u=sqrt(2gh)` and final velocity .v=o Distance fellen by the body , `s=(2gh)/(2xxk(sigma-rho))" " [:. s=(u^(2))/(2a)]` `rArr" " sprop(h)/(sigma-rho)` |
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