Ahorizontal spring mass system is to be constructed. a spring which has a spring constant of 3 kg/s2will be used. the system should be designed so that when it is released and vibrating freely (there is no forcing) the amplitude of its vibrations will decay like e−0.6t, and it should oscillate with a period of 2 seconds. (although the motion is oscillatory it is not strictly periodic because the amplitude decays exponentially. in this context "period" refers to the period of the sine and/or cosine functions that create the oscillations in the motion.) based on these constraints determine the mass of the object, m (kg), to be used, and also determine the value of the friction coefficient, b (kg/s).