The study of free fall provides one context to consider differential equations. In the simplest case, in the absence of air or other resistance, physicists assume that the rate of change of velocity of a body is constant.(a) Write an equation for $\frac { d v } { d t }$ .(b) As the time $t$ increases without bound, what happens to the velocity $\mathcal { V }$ ?

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The Answer of The study of free fall provides one context to consider differential equations. In the simplest case, in the absence of air or other resistance, physicists assume that the rate of change of velocity of a body is constant.(a) Write an equation for $\frac { d v } { d t }$ .(b) As the time $t$ increases without bound, what happens to the velocity $\mathcal { V }$ ?

The Study of Free Fall Provides One Context to Consider dvdt\frac { d v } { d t }dtdv​

The Study of Free Fall Provides One Context to Consider $\frac { d v } { d t }$