The Y axis scaling is so misleading.
A semi-log presentation is perfectly suited for this type of data. (To be frank, I would find any other presentation to be misleading.)
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The Y axis scaling is so misleading.
A semi-log presentation is perfectly suited for this type of data. (To be frank, I would find any other presentation to be misleading.)
The Y axis scaling is so misleading.
It's helpful when dealing with investments because it shows percentage change more clearly than absolute: https://www.leekranefuss.com/2019/04/why-you-should-use-loga...
I wish I had invested $1,000 back in 1926 but I was busy in a non-material state in the hyper-realm.
Earlier quoted context omitted.
It was relatively stable if you could go back to the century before that graph starts, when there was no federal reserve.
Now do frequency of recessions, depressions, and panics.
Things did stabilize quite a bit after we bombed the rest of the industrial world into oblivion, though, creating a period of prosperity roughly equal in expansion to the period from the end of the civil war to before the creation of the fed.
When I was born in 1990 my grandparents spent like 5k on government bonds that my dad didn't tell me about until I was 30. It was a very nice treat, but when I did the math to see how much more it would have been if just invested in the market I gasped.
Looking back in hindsight is always risk-free, though, which can lead to faulty conclusions.
Rule of 72: time for an investment to double is roughly 72 / the interest rate [0]. Annual return on small-cap stocks: ~12% Time to double: 72/12 ~= 6 years Number of doubling periods: 99/6 ~= 16 Final investment value: ~2**16 ~= $65k ~= $64,417 Math checks out. 0: https://en.wikipedia.org/wiki/Rule_of_72
70 is divisible by 1, 2, 5, 7, 10, 14, 35, 70
72 is divisible by 1, 2, 3, 4, 6, 8, 9, 12, 18, 24, 36, 72