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A=9 B=9 n=3 (a). what is the initail and ending position of the mass relative to the beam (b).What is the instantaneuous velocity and acceleration of the mass at time r (d.) what is the inital speed and in what direction is the object moving

A=9 B=9 n=3 (a). what is the initail and ending position of the mass relative to the beam (b).What is the instantaneuous velocity and acceleration of the mass at time r (d.) what is the inital speed and in what direction is the object moving

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A=9

B=9

n=3

(a). what is the initail and ending position of the mass relative to the beam

(b).What is the instantaneuous velocity and acceleration of the mass at time r

(d.) what is the inital speed and in what direction is the object moving

(e). at what time(s) is the object showing a velocity of 0? What is happening at this(these) time(s)?

(f).What is the total displacement of the mass on the given interval of time

A spring is hung vertically with one end attached to the fixed beam and the other holding a mass. That mass moves up and down and its position relative to the beam is recorded. The 2. position function is given by s(t) = 50e013 cos (2t), where t is time, measured in seconds after со the mass begins to move. When B is negative this motion is called undamped oscillation, when B is positive it is referred to as damped oscillation and when B is 0 it's a pure infinite oscillation. Take the fixed interval of time 0<t<T. (a). What is the initial and ending position of the mass relative to the beam? (b). What is the instantaneous velocity and acceleration of the mass at time t? (c). What words in the videos did I use to describe the 3rd, 4h 5th and 6th derivatives? (d). What is the initial speed and in what direction is the mass moving? (e). At what time(s) is the object showing a velocity of 0? What is happening at this(these) time(s)? (f). What is the total displacement of the mass on the given interval of time?
Transcribed Image Text:A spring is hung vertically with one end attached to the fixed beam and the other holding a mass. That mass moves up and down and its position relative to the beam is recorded. The 2. position function is given by s(t) = 50e013 cos (2t), where t is time, measured in seconds after со the mass begins to move. When B is negative this motion is called undamped oscillation, when B is positive it is referred to as damped oscillation and when B is 0 it's a pure infinite oscillation. Take the fixed interval of time 0<t<T. (a). What is the initial and ending position of the mass relative to the beam? (b). What is the instantaneous velocity and acceleration of the mass at time t? (c). What words in the videos did I use to describe the 3rd, 4h 5th and 6th derivatives? (d). What is the initial speed and in what direction is the mass moving? (e). At what time(s) is the object showing a velocity of 0? What is happening at this(these) time(s)? (f). What is the total displacement of the mass on the given interval of time?
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