Earlier quoted context omitted.
I agree with your point in general, but I do find myself actually using trigonometry for fairly basic real-world purposes more often than one might expect. For example: how big of a piece of material fits in a particular position if it’s not parallel or perpendicular to the stuff around it? If a rope supports a load in the middle, how much tension does the rope need? How much of an angle should be cut into a door to…
> If a rope supports a load Rambling off-topic, but I remember being very impressed at how a uniform hanging rope makes a catenary [0] shape which is related to making strong structural arches. So maybe if the students were somewhere where the class could design and make an igloo... :p [0] https://en.wikipedia.org/wiki/Catenary
So your off-topic rambling isn’t off-topic at all :)