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By commercial math, I'm assuming you mean math associated with commerce: math involving inventory, sales/cost/profit, statistics, etc.

More important? I couldn't make that argument.

Might it be more practical for study as the majority of professions use "commercial math" whereas only a select professions use geometry on a regular basis?

Maybe you can make a case there.

But consider the sales of say, tennis shoes. No geometry is needed to buy, sell, distribute, market, and so on, the product of tennis shoes.

However, without geometry - no tennis shoes. Unless you want a bunch of hand-made products with little consistency.

But in an industrialized manufacturing process, geometry must be used in design of these products for the computers and equipment to make the shoes. Or to build the facility that they are made in. Or develop the land that the building is made on.

Consider a "Star Trek" universe where "money doesn't exist" ... "commercial applications" are greatly reduced. Whereas geometry would be as important as it ever has been.

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Q: Why commercial mathematics is more important than geometry?
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