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No one has ever seen Bob code in anything but machine code
You cant outrun the world, but there is no harm in getting a head start
Real stupidity beats artificial intelligence every time.
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You're a poo-stirrer, you are.
Very good.
cheers
Chris Maunder
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don't like to brag
Bryce
MCAD
---
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I have a Request For Suggestion regarding what is the easiest way to build an e-commerce site (to sell a software package) that looks decent, and where to host it. My priorities are that the website-producing tool be:
Easy/Fast (I want to spend most of my coding time on my software product, not on its website)
Low cost
Doesn't look cheesy
Basically, I just want to create a site that describes what the software is, with a couple of screen shots, and a download button, along with a PayPal (I reckon) button. I haven't fully thought it through yet as to how I will work out the trial version/paid version logistics, but I think that's enough info to get the suggestions I'm seeking.
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Is this a software product that could be done as an app? I think that the AppStore has somewhat replaced the idea of self-hosted software stores.
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Then why does most software have its own site?
Actually, if there was a "turnkey" solution like an AppStore, that would be awesome, but this is a Windows 7 / Winforms desktop app - not a Windows 8 or phone app, so I don't think it qualifies as an AppStore candidate. I'd be happy to be disabused of my pessimism, though, if it were warranted.
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Can anyone really explain to me what this is all about? So far it seems to be a bunch of hoopla that makes things harder and not better. In all fairness I don't know much about it how all works, but when I see something like this[^] I have to wonder what was being smoked when they came up with it.
Jeremy Falcon
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Yep, that's about the size of it.
Grin and ignore it.
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Dumbfounded.
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Maybe the one invented was frightened, that the youngster will understand core math - so he came up with this mess...
By the way - there is a place where actually using it to teach math?
I'm not questioning your powers of observation; I'm merely remarking upon the paradox of asking a masked man who he is. (V)
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Here in Arizona and many other places. It has actually become a political campaign issue.
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Since when politicians new about math anything? Poor kids...
I'm not questioning your powers of observation; I'm merely remarking upon the paradox of asking a masked man who he is. (V)
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Here's a post about the merits of it[^], or at least why it's not really that bad.
tl;dr version: it's basically the way everyone figures out change.
Or in other words, it's preparing them for their likely future life as a McD clerk.
TTFN - Kent
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Kent Sharkey wrote: it's basically the way everyone figures out change
Except for that it isn't.
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I dunno, if I had to figure out 1000-995, I don't think I'd be carrying any 9s.
I'm not saying it's a good system, I just don't think it's as crazy as some people are making it out to be.
TTFN - Kent
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What is 92-27? To do it in your head I believe most people will round to something familiar and go from there.
There are only 10 types of people in the world, those who understand binary and those who don't.
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Excuse me, but RUBBISH...I was good with math when was young (I'm still not that bad) and I do understand numbers - it's not the way I ever done things...
I'm not questioning your powers of observation; I'm merely remarking upon the paradox of asking a masked man who he is. (V)
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Kornfeld Eliyahu Peter wrote: it's not the way I ever done things
I agree it's weird to anyone with more maths ability than a gnat or gnu, but how often has something like this happened:
Green Grocer: That'll be £7.93 please.
Me: [Hands over £10] There you go, thanks.
Green Grocer: [Hands over 7p] - eight quid
[Hands over £1] - nine quid.
[Hands over £1] - Tenner!
That's the basis of the insano-method
Alberto Brandolini: The amount of energy necessary to refute bullshit is an order of magnitude bigger than to produce it.
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Aye. It works well for that. Not for maths in general, though!
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Kent Sharkey wrote: Here's a post about the merits of it[^], or at least why it's not really that bad. I see how using the base as a reference point is a good thing for mental math; I do that already. But they way they implemented it is just retarded.
In the case of 325 - 38 , why not just do something more like 325 - 40 + 2 to get the answer? Or hell even (325 - 25) - 40 + 25 + 2 ? You get the benefit of it being easier mentally without all the extra crappy steps.
Jeremy Falcon
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Yeah, that would work for me as well (although that first solution looks to me pretty much common core, just reversed).
I suspect this all grew out of some PhD in Education writing their thesis on, "Why Johnny can't carry a 9". Then (as is often the case), they choose the worst solution.
TTFN - Kent
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It seems to me that those of us who are really good at mental arithmetic have always solved problems differently depending on context. The reality is that we rarely use long subtraction, but use all manner of shortcuts. It's a little like programming: We take a first look at the problem; determine a method, based on experience; we implement. As we learn new tricks and put them into practice we add them to our list of methods, sometimes replacing old ones (I still, rarely, use DOS batch file coding!)
The trouble with teaching maths using that approach is that kids need to start learning one way. If an experienced maths teacher says that they found it easier to teach this way, I'd take his word for it. Bad explanations and bad examples only serve to reinforce our prejudices ("That's not how I was taught to do it!") As programmers, I would hope that we'd be open to consider new techniques?
I do think that there is merit in learning the "granny" method too, because sometimes the "simpler" tricks break down and the problem is too complex to solve with a hack!
Life is like a s**t sandwich; the more bread you have, the less s**t you eat.
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So here's an other idea. Teach the reasonable algorithm, and then actually explain it. Wow! Shocking, I know. I bet no one thought of that.
It is after all not that hard to see why it works and what you're doing. If students didn't get it, it's because no one explained it.
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The problem with this system is that it works for subtraction and it is very easy, probably easier then the traditional carry method we all learnt. But that is it. It ONLY works for subtraction. The multiplication method is different, division is different.
In other words common core ignores what is common.
A + B = C --> C - A = B & C - B = A
A x B = C --> C / A = B & C / B = A
And as soon as you move into negatives, algebra and real geometry it's useless.
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