How the world works
David Ricardo
Dividing the work
David Ricardo (England · 1772–1823) — Dividing the work.
What actually happened?
At twenty-one Ricardo married a Quaker, broke with his Jewish parents over it, and started again on the exchange on his own. At twenty-seven, staying in Bath while his wife took the waters, he happened on a copy of Adam Smith's Wealth of Nations and was taken with economics from then on. Ten years passed before he published anything on it: a piece on why the price of gold had risen.
What is given up decides it
Portugal made both cloth and wine with fewer men than England, and he showed it should still make only wine and leave the cloth, because each batch of cloth cost it more wine. Who is better does not decide the division; what each gives up does.
You are faster than your assistant at proposals and spreadsheets. The afternoon on the spreadsheet costs a proposal only you could write.
The newest share lands on poorer ground
The best land is farmed first, and each new field returns less than the last. The price of corn is set by the worst field in use, and the extra the good fields yield becomes the landlord's rent.
Your fifth shop is usually on a worse site than your first, and the average across five hides its loss.
The world in a few numbers
He hardly used real firms in his book, only a few figures: 100 men, 120, 90, 80. Few enough to see at a glance, so the conclusion has nowhere to hide. Schumpeter later called this habit of running from a few assumptions straight to policy the Ricardian vice.
Reduce an argument to three numbers on the whiteboard before the meeting, then ask what the three numbers leave out.
How do I use it today?
List the jobs on your plate. For each, write two columns: how far ahead of the people around me I am; and what I am not doing while I do it. Keep the one where the second column is dearest, and hand one of the rest over this week.
Deep read
Read alongside
Further
Lines to keep
Not who is better, but what each gives up.
Cost the newest share on its own.
A sum in three numbers still leaves things out.