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- 4 December 2008
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It's obviously harder, because you have a lower starting capital to make back the same amount of money that you lost.
Somehow the implication is that - because the percentage is higher,
it is harder to get back to breakeven.
It's obviously harder, because you have a lower starting capital to make back the same amount of money that you lost.
Why the assumption that exposure changes? The OP just shows one stock fluctuating?
Obviously galumay hasn’t made that assumption and neither did I. The argument seems moot because it is being warped by different assumptions.
Its just a mark up versus margin issue as far as I can see.
Why the assumption that exposure changes? The OP just shows one stock fluctuating?
Obviously galumay hasn’t made that assumption and neither did I. The argument seems moot because it is being warped by different assumptions.
Its just a mark up versus margin issue as far as I can see.
Why the assumption that exposure changes? The OP just shows one stock fluctuating?
Obviously galumay hasn’t made that assumption and neither did I. The argument seems moot because it is being warped by different assumptions.
Its just a mark up versus margin issue as far as I can see.
Why the assumption that exposure changes? The OP just shows one stock fluctuating?
I don't know why I keep seeing this !!
If you lose 20% of your capital, you need a 25% increase to get back to where you started.
Such a simple, obvious point which seems to be lost amongst the spurious arguments to the contrary.It's obviously harder, because you have a lower starting capital to make back the same amount of money that you lost.
Even in the case of 100% exposure to a single $100 priced asset, if the price of that asset goes to $0 over the course of 1 year, are we really saying the probability of the asset returning to $100 over the next year is equally likely? If the price of an asset goes from $100 to $200 over the course of 1 day, is it equally likely for the price of that asset to go to $100 on the day after?
Exactly, people keep invoking conditions, context and assumptions that are simply not relevant to the initial point being made. It's pretty basic maths. Perhaps it is muddied by people trying to use analogies?
... I'm going to tuck my tail between my legs and leave this thread to others. ...
Me too.
I have a headache from trying to explain why,
if I lose $2K, I need to regain $2K to breakeven!!
Such a simple, obvious point which seems to be lost amongst the spurious arguments to the contrary.
Me too.
I have a headache from trying to explain why,
if I lose $2K, I need to regain $2K to breakeven!!
So is it easier to make 2k when you have 8k or when you have 100k?
Me too.
I have a headache from trying to explain why,
if I lose $2K, I need to regain $2K to breakeven!!
I would disagree that the probability of the value of the cashflow stream generated over a long timeframe has any relation to the short-term fluctuations of its market price.you dont seem to be aware of basic probability or risk, how quaint
I think that comment was just plain rude.
I would disagree that the probability of the value of the cashflow stream generated over a long timeframe has any relation to the short-term fluctuations of its market price.
If something goes from $1 to $0.80 in the short-term the probability of the value of its future cash flow does not change (unless of course the price drop is in relation to an actual event distinct from the share market).
This argument has not been resolved because no one has stated any definition or context. It's just a willy nilly mish mash of different philosophies.
It is however, not full of spurious arguments, I think that comment was just plain rude.
Not referring to your comment, W_G.that was clearly the intention
I have a headache from trying to explain why,
if I lose $2K, I need to regain $2K to breakeven!!
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