Initial momentum divided by 0 time for deceleration = "E" as an old school calculator would say. Or "division by zero error". Or "infinity", as you prefer.
The (more-or-less steady state) torque that the motor develops is irrelevant relative to what happens in the impact.
In reality, the time for deceleration won't be zero but will be extremely small. The blade will bend some, the shaft will twist some, the rock will move a bit, etc. But, predicting what this is going to be, is not possible with the information supplied.
One would hope that the means by which the blade is attached, has intentional design features to accommodate this. The blade certainly has some flexibility to it. Maybe there is a shear-pin that's designed to snap. Maybe the blade is secured to a drive flange with a couple of bolts that are intentional weak spots, designed to break off in this situation. Maybe the drive flange isn't one-piece with the motor shaft and there's something that amounts to a friction-clutch or overload-clutch in there.
Impact situations are not easy to analyse, and the outcome may involve something changing shape. Your (presumably modern) car is designed to protect its occupants if it is driven at 50 km/h straight into a solid immovable concrete wall. But it's designed to change shape in doing so, thus absorbing the energy of the impact.