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A block of mass m is initially at rest on a frictionless horizontal plane surface. At time t = 0, a decreasing force given by F = Foe-at is applied on the block, where a is a constant. Find the expression of the position x(t) of the block as a function of time.

A block of mass m is initially at rest on a frictionless horizontal plane surface. At time t = 0, a decreasing force given by F = Foe-at is applied on the block, where a is a constant. Find the expression of the position x(t) of the block as a function of time.

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Analytical mechanics 1 plz only mcq
A block of mass m is initially at rest on a frictionless horizontal plane surface. At time t =0, a decreasing force given by F = Foe-at is applied on the block, where a is a constant. Find the expression of the position x(t) of the block as a function of time. -at Fo X = 1 +t) a та a -t Fo X = та a
Transcribed Image Text:A block of mass m is initially at rest on a frictionless horizontal plane surface. At time t =0, a decreasing force given by F = Foe-at is applied on the block, where a is a constant. Find the expression of the position x(t) of the block as a function of time. -at Fo X = 1 +t) a та a -t Fo X = та a
Fo 1 -+t) X = та а Fo e-at +t) a X = та
Transcribed Image Text:Fo 1 -+t) X = та а Fo e-at +t) a X = та
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