a-car-was-initially-at-rest-at-the-origin-it-started-to-accelerate-in-a-straight

Question

A car was initially at rest at the origin. It started to accelerate in a straight line as a result of a force acting on it, given by $F_{c}=Kt$ . If the mass of the car is $m_{c}$ , find as a function of time its velocity $v_{c}$ and position $x_{c}$ .

Accepted Answer

$v_{c}=\frac{Kt^2}{2m_{c}}$ ; $x_{c}=\frac{Kt^3}{6m_{c}}$

Answer

$v_{c}=\frac{Kt^2}{2m_{c}}$ ; $x_{c}=\frac{Kt^3}{m_{c}}$

Answer

$v_{c}=\frac{Kt^2}{2m_{c}}$ ; $v_{c}$

Answer

$v_{c}=\frac{Kt^2}{2m_{c}}$ ; $x_{c}=0$

A car was initially at rest at the origin. It started to accelerate in a straight line as a result of a force acting on it, given by Fc=KtF_{c}=KtFc=Kt. If the mass of the car is mcm_{c}mc, find as a function of time its velocity vcv_{c}vc and position xcx_{c}xc.

A car was initially at rest at the origin. It started to accelerate in a straight line as a result of a force acting on it, given by $F_{c}=Kt$ . If the mass of the car is $m_{c}$ , find as a function of time its velocity $v_{c}$ and position $x_{c}$ .