A point moves rectilinearly with deceleration which depends on the velocity v of the particle as a = k sqrt(v) where k = + ve constant. At the initial moment the velocity of the point is equal to v_(0). What distance will it cover before its stops.

A point moves rectilinearly with deceleration which depends on the vel

1.	A point moves rectilinearly with deceleration which depends on the velocity v of the particle as a = k sqrt(v) where k = + ve constant. At the initial moment the velocity of the point is equal to v_(0). What distance will it cover before its stops.
Answer» `s= (2v_(0)^(3//2))/(3K)` `s=(2v_(0)^(1//2))/(3k)` `s= (2v_(0))/(7K)` `s=(2v_(0)^(3//2))/(K)` Answer :A