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Initially, use the conservation of energy principle to find the speed of ham before collision.
Find the final speed of the spring-mass system by using the conservation of momentum principle.
The slices of ham are dropped on the plate all at the sametime from a height of 0.250 m.
They make a totally inelastic collision with the plate and set the scale into vertical simple harmonic motion (SHM).You will get the coaching services you need and not just settle on hints and suggestions; you will surely receive the premium assistance you need anytime and anywhere.You can contact us wherever you need, and we will be always glad to help you.You may assume thatthe collision time is extremely small.What is the amplitude of oscillation A of the scale after the slices of ham land on the plate?The conservation of energy states that potential energy at height h must equal to the kinetic energy at the bottom.The expression is given as follows: At the top, the maximum potential energy of the ham is equal to the kinetic energy at the bottom.Liniar momentum is the same before and after collision.m*V1 =(m M)*V2 V2 = m V1/(m M) =0.3*2.215/(0.3 0.4) =0.949 m/s Now the initial kinetic energy of the masses sping = potential energy at maximum apmlitude (m M)*v^2/2 = k*A^2/2 A = v*sqrt[(m M)/k) =0.0561 m= 5.61 cm Period of oscillation is T = 2*pi*sqrt((m M)/k) =0.3717 seconds The concept of the conservation of momentum in inelastic collision, potential energy of the spring-mass system and conservation of energy principle.Science can be a really difficult subject especially when you have limited time and knowledge to actually learn its complex theories.Aside from their numerous concepts, physical science also involves calculations that can be tricky.