$$I = \int\limits_{t_a}^{t_b}{\left(\frac{d{x}}{d{t}}\right)^2 \mathbb dt}$$
$x_a = x(t_a)$ and $x_b = x(t_b)$
I haven't integrated anything like this since a long time. Lost my powers of integration.
How do I calculate $I$?
$$I = \int\limits_{t_a}^{t_b}{\left(\frac{d{x}}{d{t}}\right)^2 \mathbb dt}$$
$x_a = x(t_a)$ and $x_b = x(t_b)$
I haven't integrated anything like this since a long time. Lost my powers of integration.
How do I calculate $I$?