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If I had $1000 in cash, and inflation hits 10%, the purchasing power is equivalent to (1000 / 1.1 = ~$909) in 2026. If I had the same $1000 in stock, and it lo
by some_furry 2y ago
If I had $1000 in cash, and inflation hits 10%, the purchasing power is equivalent to (1000 / 1.1 = ~$909) in 2026.
If I had the same $1000 in stock, and it lost 11% of its value in 2 days, I might worry about it being worth close to $0 by the end of the month.
- bawolff 2y agoIf stocks hit $0, you probably have more immediate concerns - like where you are going to get your next meal and if someone is going to shoot you for the contents of your fridge. Stocks could still continue to fall, but they aren't going to slide to zero.
- some_furry 2y agoStocks overall? No. The few stocks I might have specifically invested in? Possible.
- mathfailure 2y agoThen it'll be a good lesson for you to diversify investments.
- some_furry 2y agoYou're totally missing the point, but ok.
- mathfailure 2y agoWhat was the point?
- some_furry 2y agoWhen faced with "cash in hand that might lose value through inflation" versus "the stocks you currently own at risk of being worthless", the decision to sell is straightforward even in the absense of a next step.
- bawolff 2y agoThere is always a risk that a specific stock will go to 0. It happens even in good ecconomic times. The decision to sell is not straightforward, even given the current situation. It would probably be the wrong decision for the average person unless you really know what you are doing.
- some_furry 2y agoUnder ordinary circumstances, sure. But right now, sell sell sell is a forgiveable reaction.
- whatever1 2y agoThey can fall 90% slowly. Look at south Europe after 2018
- deleted 2y ago[deleted]
- kragen 2y ago> Brazilian hyperinflation lasted from 1985 (the year when the military dictatorship ended) to 1994, with prices rising by 184,901,570,954.39% (or 1.849×1011 percent; equivalent to a tenfold increase on average a year) https://en.wikipedia.org/wiki/Hyperinflation#Notable_hyperinflationary_periods https://en.wikipedia.org/wiki/Hyperinflation#Notable_hyperin...
- kragen 2y agoThis should read "1.849×10¹¹ percent".