Because of the resistance exerted by a fluid, the rectilinear motin of a particle is given by a$=-$kv where k is a constant. When t$=0,$s$=0,$ and v$=$v$\_($o$).$ Determine the particle's velocity as a function of $($a$)$ the time t and $($b$)$ its position s$.($c$)$ What is the maximum distance the particle will move? Ans: $($c$)$ max.s $=$v$\_($o$)/$k$.$ Please give a explanation

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Lets solve this problem step by step Given Equation of motion a kv Initial conditions t 0 s 0 v vo a ... View the full answer