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And maybe it just might work...

He doesn't have to jump from $4k to $10k. There's a demand curve and by raising prices from $4k to $5k and up he'll figure out where he can sit.

More importantly, he's already at $4k. The person that spends $4k on a suit isn't going to sneeze at $8k. The person who spends $120 for a suit, throws a fit at $240.




> There's a demand curve

That's commonly believed by mainstream economists, as an article of faith. That there is a demand curve, and it always goes down. It's not always true, unless a huge number of axioms hold (none of which are true).

It's most obviously not true for prestige goods, which go up in demand as price rises (and then go down as no-one is able to afford them). Demand curves can be wacky, even discontinuous ... and don't always go up.

But if they don't go up all the time, then 99% of analytic macroeconomics (as it's taught) isn't analytically correct, and the communists might win.


I'm not sure we disagree that much.

I would argue that:

1. There is a demand curve, or at least we can plot demand. I would agree it can be wacky.

2. It is very likely that even if we get the exact demand curve wrong, it is probably a net win for him to raise his prices given that he is turning down work.


You need only one axiom to get a demand curve:

The universe of potential purchasers consists of a set of agents (i=1...N) and each agent has a reserve price R[i]. If a good is priced <= R[i], Agent[i] will purchase it. If it is priced > R[i], Agent[i] will not.


The problem is that demand is not as simple as "agents will buy goods below their reserve price." Real world experience shows us that there exist luxury and inferior goods.

We can quite simply see that there are (many) agents who could buy any number of walmart jeans, but would never set foot in the store. Another chunk of agents currently buy, say, Levi jeans, but likely wouldn't buy those either, if those exact jeans were a third the price and sold in a discount store.

Similarly there are agents who don't give Levi a second thought, but will line up for jeans of similarly quality, trivially variable style and 10x the price.

The real world demand curves for blue jeans don't look like the simple axiom suggests.


I didn't claim the law of demand was perfect or that substitute goods don't exist. I was merely pointing out that wisty was wrong to claim the law of demand requires that "a huge number of axioms hold (none of which are true)." You need only one axiom which is, generally speaking, reasonably accurate.

Further, your example of jeans is trivially explained by noting that "jeans" is a broad category of goods, not a good itself. I.e., there is one demand curve for Levi jeans, a separate demand curve for hipster jeans, and a third demand curve for genuine levi jeans (not jeans that appear at first glance to be Levi, but sold by a shady discount store).

Your critique of the demand curve for jeans applies much better to various demand aggregates in macroeconomics, not the law of demand for specific goods.


The point of discussing multiple types of jeans was to compare and contrast their demand curves. My apologies if that wasn't communicated clearly.

I simply disagree that the one axiom gives us anything close to a reasonably accurate picture of what's going on.

The simple curve suggests that price is it. And it's quite clearly not.


I'm not sure this is correct. I remember in one episode of Mixergy, Andrew Warner said something to the effect of "X was the most expensive, so I bought it thinking they'd be the best and they sucked! Don't buy x."

Had X been cheaper, he wouldn't have bought it.

What am I missing?


You're missing the fact that nobody is denying that economic principles are a bit noisy in reality, and nobody's denying that demand curves are shaped by marketing and that the price itself is part of this.


And just to show how significant a 20% price increase would be:

If he raised the price just $1k, that's $2k a month, or $24k a year. That would increase his take home income by almost 50%, as he claims his current income is around $50k.


You're forgetting to figure in withholding, self-employment tax, etc... that $24K/year increase would be to his gross income, not his take-home income.

The article said he averages 2 suits a month, or $8K in gross revenue, so that extra $1K per suit would increase his gross by 25%, and his take-home by less. As a sole proprietor craftsman, there's no math that can get you a 50% increase in profit with a 25% increase in gross revenue alone.

Still, not a bad deal, assuming his customers are willing to pay it (I'm willing to bet they are).

EDIT: I shouldn't do numbers while eating dinner :). His take-home increase could be more than 25%, but it's unlikely to be anything close to all of the gross increase, particularly if he wants health insurance, which, if he has it at all, is probably coming out of that $50K.


I did misstate the percentages, as you noticed.

I don't think that whether or not he wants health insurance should matter when talking about his income. Won't his health insurance cost the same amount if he increases his pre-tax income by 25%(I'm a bit ignorant of health insurance costs, I still have TriCare through the Army). It seems to me that even if he paid about a third of the extra $24k in taxes, that he would still be adding $16k to his current take home income, which is still over 30% more than he was making.




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