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v(t) of an object of mais M in freefall satisfies a differential equation [frac{d e}{d t}=frac{-k} {M}left(v+frac{M cdot g}{k} ight). ] Where 9 =
v(t) of an object of mais M in freefall satisfies a differential equation \[\\frac{d e}{d t}=\frac{-k} {M}\left(v+\frac{M \cdot g}{k} ight). \] Where 9 = 9.8- m m is the constant acceleration due to gravity and k is the air tesistance constant. tecminal velocity mph Note: Answer should be negative for downward velocity
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