Ah, this is another thing that is something to learn about the physics of this. Extra loss amounts of inefficiencies are a lot more or less noticeable, depending on how efficient the system is by default. If you have a system with really terrible efficiency, where it losing two thirds of the energy anyway and only has about a 33% efficiency, (gas engines--not exaggerating those numbers) then any extra efficiency loss amounts, like the kayaks or taking speed up to 80 mph or whatever, appear as spitting in the ocean. They are barely noticeable.Like I said, other than driving at a different speed or tying kayaks on the roof, I never saw more than a ±10% deviation in fuel economy (and that was a rare thing, not dependent on weather, winter or anything else, normally within a 10% window). It is great to talk about theoretical equations, but the proof of the pudding is in the eating. There are many, many aspects of fuel economy which are not part of the air resistance equation.
But when you have a system that by itself is 90% efficient, any extra losses you add to that look really big, because they are knocking it down to 80%, 70%, etc., and it is effectively doubling or more the loss percentages.
So this is kind of which end of the telescope or whether you are a glass half full or half empty kind of person. Gas cars suck so badly that they can't suck much worse. That's really what that is. Being blessed with an electric car that is so incredibly efficient in good conditions that any extra losses look more significant. But if you aren't aware of why there is that difference, it can seem irritating or a deficiency with the more efficient system.