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#61 |
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tool
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ohshi, didn't realize it was e^x - x^10100140214.
Either way, you can do some simple manipulations to make the quotient work and get the same answer. yes, it is supposed to be factorial, but either way it doesn't really matter because it's a constant and you already knew that and now I'm blabbering.
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#62 |
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Falcon Paaaauuuunch!!!!!!
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Now reach is basically doing the same limit stuff that shash considered wrong when I did it for inf - inf.
In using limits, you can say functions are a higher magnitude, and therefore, always beat out lower magnitude funcions. constant < logarithmic < polynomial < exponential < factorial < (I'm sure there's higher, like x^x, but that's enough). From this, in terms of limits as x approaches infinity, log (x^28918219829189) < the 3848484844894394893843 root of x, x^googleplex < 1.01^x, 99999^(10000000x) < x!, x! < x^x. Edit: be careful about x! and x^x though, since I now thinking they're definitely not an entire magnitude apart, since even (2x)! > x^x.
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#63 |
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Banned
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let me repeat:
ANYTHING WITH INFINITY IS UNDEFINED THE END |
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#64 |
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Falcon Paaaauuuunch!!!!!!
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You are wrong. 0/infinity is defined, and a statement like yours can be proven false with one counterexample.
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#65 | |
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TWO THOUZAND COMBO
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except 0/infinity = 0, so not really
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#66 |
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let it snow~
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This thread proves that math sucks.
Stop learning it. It only leads to annoying and useless information in the higher level courses. You take arithmetic, then algebra, then geometry. That's all you'll ever, EVER need. |
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#67 |
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Resident Penguin
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I used calculus to figure out how long to cook a digiorno's if I didn't want to wait for the oven to preheat first, but just wanted to put it in there, turn the oven on, and then not worry about it until it was done.
edit: but that is all I've ever used calculus for in real life so far. |
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#68 | |
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TWO THOUZAND COMBO
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What Squeek says is true, unless you're going into a field that involves math or science...still, it's fun to discuss x)
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4th Official FFR Tournament - Master division champion! Quote:
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#69 | |
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let it snow~
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Then I decided instead of wasting half an hour figuring it out and probably getting it wrong, I'd go ahead and just try. What do you know, it fit. Worst of all is when professors are like "NO CALCULATORS. NO NOTES WITH FORMULAS." That's totally realistic on real-world applications right there. When working, you'll never ever be able to look things up on the Internet. You'll have to pull it all from memory and do all the work on paper. |
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#70 |
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FFR Player
Join Date: Nov 2006
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I don't really want to get into this too badly... but... seeing as how infinity is obviously a positive number because any positive number is larger than 0 (what exactly is zero?) and infinity is the largest possible number, and any number below 0 is negative therefore infinity is a positive and wouldn't infinity-infinity=0 and not undefined then? because what positive number minus itself is something other than 0
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#71 | |
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FFR Player
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Formulas, okay whatever. But calculators. What, do you doubt my ability to do basic multiplication? Would you prefer I wasted good paper multiplying out 17^6, which you're just going to skip over anyway, rather than hit five buttons and be done with it? THIS IS NOT THIRD GRADE. YOU DO NOT GET MARKED ON WHETHER OR NOT YOU SHOWED YOUR WORK FOR BASIC ARITHMETIC. And yet every year I get some substitute douche who says, "hey what are you doing with those calculators you have pencils and paper use them" also Why is inf-inf undefinied? inf = inf inf - inf = 0 The only problem I could see is if you said, "WELL IT'S INDETERMINATE" but even then you can't say that they're going to be two different imaginary (bad word to use considering the context but whatever) values.
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Last edited by Tokzic: Today at 11:59 PM. Reason: wait what Last edited by Tokzic; 12-4-2006 at 10:54 PM.. |
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#72 |
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FFR Player
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someone please lock this thread up before i go crazy
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#73 |
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because tokzic, infinity minus x is infinity, yet x - infinity (if x > 0) is negative infinity. so the rules are in opposition, hence undefined.
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#74 | |
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Falcon Paaaauuuunch!!!!!!
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Quote:
I know I've messed up a lot of things about math in these forums, but I am really good at making up my own math, and at doing math classes/math tests. The last time I took the AMATYC, a math test, at my college, not only did my college place 7th in the nation, but I got the highest score at my college, out of 215 student mathletes, with a 28.5, with second being 23, and third being only 19.5. I guess some of you think you don't need math, maybe if you are going into certain other subjects, so maybe I shouldn't be so unhappy about someone else's point of view, but I feel like my whole life has been declared annoying and useless information. P.S. ValoTV, you need to learn some more about math.
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#75 |
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let it snow~
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Then talk to aperson who also seems to think mathematics is a worthwhile pursuance. The rest of us are fine with algebra and geometry.
I cannot think of a single occupation in the world OTHER THAN A MATH PROFESSOR where knowing formulas by heart and being able to do calculations without the use of a calculator is necessary. If you think otherwise, let me know. |
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#76 | |
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FFR Player
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Quote:
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#77 |
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let it snow~
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And all of these jobs require you to be away from the Internet and a calculator so you cannot look up formulas, nor can you use the calculator to solve them for you, right?
That's what my post said. |
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#78 |
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People memorize equations for the same reasons people memorize the abc's... it's USEFUL and also SAVES a LOAT OF TIME. If you had to punch simple multiplicaiton problems into your calc while solving pre-algebra, that's a waste of time... when doing advanced math, you need to memorize equations so you don't have to constantly look them up.
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#79 |
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FFR Player
Join Date: May 2006
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i ask you all this: divide red by 3
cant do it? why? cause its not a number, nither is infinity |
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#80 | |
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let it snow~
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The list of formulas to memorize for derivatives is over 100. Just for derivatives. There are 100 more for integrals. There are probably hundreds more for other things. Do you honestly see this as necessary? Do you honestly think you can rely on this knowledge if you're in an emergency situation? What if you confuse 1/x with x/1? What if you confuse 2x with x^2? What about cotangent with cosecant? Professors seem to think you NEED TO KNOW these things, and you're telling me those professions NEED TO KNOW these things, so this is not an unrealistic number of formulas AT ALL. OH NOT TO MENTION all the rules for finding them. Quotient Rule, Chain Rule, Product Rule, Power Rule. DEFINITELY NOT HARD TO CONFUSE THESE HAHAHAHA. http://en.wikipedia.org/wiki/Table_of_derivatives Get memorizing. If you can't tell me what the derivative of 5x^9arccot(6x) +10x^2csc(3) is within five minutes, the world could end. No calculators, please. Oh and don't confuse any of those with these. http://en.wikipedia.org/wiki/Lists_of_integrals Last edited by Squeek; 12-5-2006 at 12:17 AM.. |
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