1) A mass m is released from rest with two unstretched springs as shown. Its acceleration is given by the expression a = (32.2-50 s) m/s² (where s is the distance away from the equilibrium position of the two springs). a) How far does the mass fall (Hint: what is its speed when it is at its maximum displacement?) b) What is the maximum velocity of the mass as it falls? (Hint: what calculus technique is used to find the maximum value of a function?) S

icon
Related questions
Question
1) A mass m is released from rest with two unstretched
springs as shown. Its acceleration is given by the
expression a = (32.2-50 s) m/s² (where s is the distance
away from the equilibrium position of the two springs).
a) How far does the mass fall (Hint: what is its speed
when it is at its maximum displacement?)
b) What is the maximum velocity of the mass as it falls?
(Hint: what calculus technique is used to find the
maximum value of a function?)
S
Transcribed Image Text:1) A mass m is released from rest with two unstretched springs as shown. Its acceleration is given by the expression a = (32.2-50 s) m/s² (where s is the distance away from the equilibrium position of the two springs). a) How far does the mass fall (Hint: what is its speed when it is at its maximum displacement?) b) What is the maximum velocity of the mass as it falls? (Hint: what calculus technique is used to find the maximum value of a function?) S
Expert Solution
steps

Step by step

Solved in 2 steps

Blurred answer