Often using extreme examples is helpful as it focusses the audience into realising a truth (total loss of capital, for instance), however, in this case the discussion is more nuanced and involves what lies in between the determinable outliers, not what resides at the extremes.Sure, sure. And if you started with $2k, and lost $2k, you'd have to be particularly wiley about how you deploy your remaining $0 to make that $2k you need to break even.
This isn't a question of philosophy; I'm afraid it's a question of numeracy. Sorry if that offends.
Sure, sure. And if you started with $2k, and lost $2k, you'd have to be particularly wiley about how you deploy your remaining $0 to make that $2k you need to break even.
This isn't a question of philosophy; I'm afraid it's a question of numeracy. Sorry if that offends.
Often using extreme examples is helpful as it focusses the audience into realising a truth (total loss of capital, for instance), however, in this case the discussion is more nuanced and involves what lies in between the determinable outliers, not what resides at the extremes.
My own understanding of the question, obviously influenced by my own personal philosophy, and my only use for it in a practical sense (because I don't trade price action) is, "if a price moves from A to B, does that change the underlying value of the company?"
Such a simple, obvious point which seems to be lost amongst the spurious arguments to the contrary.
It is however, not full of spurious arguments, I think that comment was just plain rude.
No, it was not either rude or my intention.that was clearly the intention
See Prawn's comment below:spu·ri·ous
Not being what it purports to be; false or fake: "spurious claims".
(of a line of reasoning) Apparently but not actually valid: "this spurious reasoning results in nonsense".
So is it easier to make 2k when you have 8k or when you have 100k?
So why does the original post have a chart if we are not talking about price fluctuations as opposed to realised losses?
You would need to ask that question of the OP. Not those who have just responded to the simple numerical proposition.So why does the original post have a chart if we are not talking about price fluctuations as opposed to realised losses?
So perhaps consider the view of the majority.Yes, most of you made one assumption.
I made a different one. And apparently that means it must be a "spurious argument" or about "beloved value investing", what a pompous load of a crap.
So why does the original post have a chart if we are not talking about price fluctuations as opposed to realised losses? ...
Julia - the relevance of the basic maths seems to change in the situation of realised capital loss vs exposure still kept (especially when time frames change).
The danger with the second instance, and most likely your problem in understanding it, is the necessity of the investor use skill and judgement to come up with an arbitrary valuation and use it to gain an edge over the market in the long-term... despite the obvious disadvantage of facing the price falling below purchase price every now and then. That's to most a leap of faith, and possibly why I am in the minority in this instance.
I think it's an interesting dynamic (and in my opinion why it is hard to be both a technical investor and a fundamental investor in the same instance), and I don't need sinner's skewness study to tell me that it exists, if it didn't we wouldn't have people successfully exploiting both arbitrage of price action and fundamental value.
Excellent idea. Given the title of the thread, it seemed like a simple numerical question to me. As a result I'm confused when someone starts talking about the value of a company which imo has nothing to do with the original proposition.Therefore, since it looks like both scenarios have been answered, can we consider this closed?
Whilst we personally may not need to say anything in this instance.... my experience in life suggests that this topic of discussion will never be closed. It's a revolving door, and like everything else, there is always time for new wisdom. The point, mostly, is that there is always different ways of looking at things, and sometimes someone new will surprise everyone. And that's why sometimes, it's nice, to disgress away from what is considered to be "normal" or "majority" every once in a while.Therefore, since it looks like both scenarios have been answered, can we consider this closed?
Ohhh, I see what I have done now!!!
I forgot to ask if these losses have been crystallised .... or no!
Whilst we personally may not need to say anything in this instance.... my experience in life suggests that this topic of discussion will never be closed. It's a revolving door, and like everything else, there is always time for new wisdom. The point, mostly, is that there is always different ways of looking at things, and sometimes someone new will surprise everyone. And that's why sometimes, it's nice, to disgress away from what is considered to be "normal" or "majority" every once in a while.
Then again, I'm happy for you to call me weird.
If you lose 20% of your capital, you need a 25% increase to get back to where you started.
My ADN Adelaide Resources shares rose 187% in the first hour of trade.
This percentage is based on yesterday's Last Price.
I did not buy them yesterday at this price.
The percentage (whilst valid) is useless to me.
This is my calculation of "Return on Seed Capital":
($0.135/$0.265-1)*100=-49.06%
Burglar
Have the losses been crystallised?
Is the chart attached to your post relevant to your point?
... BTW burglar, if you say stock A went up by 25% today, it is generally assumed that it was against yesterdays closing price. There is a generally accepted implicit convention to what the percentage is relative to (yesterdays price because you said today) or it is explicitly given like in your return on capital.
... Is the chart attached to your post relevant to your point?
Burglar
Have the losses been crystallised?
Is the chart attached to your post relevant to your point?
Yes.
It visually demonstrates how the Share Price rises as easily as it falls!
It rises 100% as easily as it drops 50%.
Who's losses are we talking about?
Half of my net accumulated losses have been crystallised.
Yes.
It visually demonstrates how the Share Price rises as easily as it falls!
It rises 100% as easily as it drops 50%.
no it really doesn't..
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