STATEMENT-1 : The time period of a spring mass system is greater at equator than at poles. STATEMENT-2 : Time period of spring mass system is independent of gravity.
Time period of a spring mass system is T.If this spring is cut into two parts whose lengths are in ratio 1:3 and the same mass is attached to the longer part, the new time period will be
The time period (T) of a spring mass system depends upon mass (m) & spring constant (k) & length of the spring (l)[k=("Force")/("length")] . Find the relation among T, m , l & k using dimensional method.
The time period of a spring - mass system is T. If this spring is cut into two parts, whose lengths are in the ratio 1:2 , and the same mass is attached to the longer part, the new time period will be
How would the period of spring mass system change, when it is made to oscillate horizontally and then vertically?
Statement-I : Time period of spring block system is the same whether in an accelerated or in an inertial frame of reference. Statement-II : Mass of the block of spring block system and spring constant of the spring are independent of the acceleration of the frame of reference.
