I am having trouble following these steps in a reading on multivariable calculus.
Due to a change of variables:
$ \displaystyle\int_t^T \int_t^s \theta_v dv \, ds = \int_t^T \int_s^T \theta_s dv \, ds$
Could anyone explain how you get the right equation? What is the 'change of variable' that is applied? Thanks!!
Also $t \leq T$ is given and theta is an arbitrary function.