In a spring block system if length of the spring is increased by `4%`, then time period

In a spring block system if length of the spring is reduced by 1% , then time period

In a spring-block system, match the following:

Assertion : Time period of a spring-block is T. If length of spring is decreased, time period will decrease. Reason If length is decreased, then the block will have to travel less distance and it will take less time.

In spring-block system match the following

Assertion : In spring block system if length of spring and mass of block both are halved, then angular frequency of oscillations will remain unchanged. Reason : Angular frequency is given by omega = sqrt((k)/(m)) .

The time period of oscillations of a block attached to a spring is t_(1) . When the spring is replaced by another spring, the time period of the block is t_(2) . If both the springs are connected in series and the block is made to oscillate using the combination, then the time period of the block is

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.

figure (a) and (b) represent spring- block system. If m is displacement slightly , find the time period of ascillation of the system.

What will be the spring constant k of a. spring if length of the spring is made n times?