Time Shifting, Reversal and Delay

Question

For a signal, $s(t)$ undergoing multiple transformations of time scaling, reversal and delay, how should I approach the problem of finding the resultant output signal?

$$s\left(\pm \frac{t-t_0}{T}\right)$$

My approach of the problem was to

1. First, shift the signal by $t_0$ (moving it right if $t_0>0$ and moving it left if $t_0<0$)
2. Second, scale the signal by $T$ (expand the signal if $T>1$ and compress the signal if $T<1$)
3. Third, flip/no-flip the signal around the value $t_0$ (Flip the signal if -ve signal is time is -ve and No Change if time is +ve).

Answer 1

As Robert pointed out in the the comments, this is not true. The operations are not commutative. Thus, the order of reversal operations can only be guessed.

Initial Answer below - NOT CORRECT

All the operations are commutative, the order in which you employ them is irrelevant.