A particle having mass 10 g oscilltes according to the equatioi `(x=(2.0cm) sin[(100sin^-1)t+pi/6]`. Find a the amplitude the time period and the spring constant b. the position, the velociyt and the acceleration at t=0.

A particle having mass 10 g oscillates according to the equation x=(2.0cm) sin[(100s^-1)t+pi/6] . Find a the amplitude the time period and the spring constant b. the position, the velocity and the acceleration at t=0.

A particle having mass 10 g oscilltes according to the equatioi (x=(2.0cm) sin[100t+pi/3] . Find a the amplitude the time period and the spring constant b. the position, the velociyt and the acceleration at t=0.

A particle having mass 10 g oscillates according to the equation x=(2.0cm) sin[(100s^-1)t+pi/6] . Find the amplitude the time period and the spring constant

A particle having mass 10 g oscillates according to the equation x = (2.0 cm) sin [(100 s^(-1)]t +(pi)/(6)]. Find (a) the amplitude, the time period and the force constant (b) the position, the velocity and the acceleration at t = 0.

A particle moves along y - axis according to the equation y("in cm") = 3 sin 100pi t + 8sin^(2) 50pi t - 6

A particle moves along y - axis according to the equation y("in cm") = 3 sin 100pi t + 8sin^(2) 50pi t - 6

The displacement of a particle in S.H.M. varies according to the relation x= 4 (cos pi t +sin pi t ) . The amplitude of the particle is