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  • So cute!! yes you are!!!

     
  • data-entry-id=

     
  • This is why education is important

     
  • Weird not many books say anything about this. Kind of a big part of WWII

     
  • Omg the irony in this one.

     
  • data-entry-id=

     
  • Female Enel cosplay(One piece)

     
  • *X-files theme plays*

     
  • OCD wins

     
  • Budget cuts, I suppose.

     
  • When you give your 110%

     
  • The next workout that day, was running from the cops

     
  • Professor Oak was behind it all these times!

     
  • Any ideas for a title?

     
  • Good guys

     
  • LowCost-Cosplay nail it again

     
  • Enji Night.

     
  • One of the best cosplays I've ever seen

     
  • Blinded Philippa Eilhart Cosplay from The Witcher 3. Amazingly done!

     
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    How to Limit Download Speed Per IP on NginX
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    How to solve this limit?

    453
    limit (n to infinity) of (1/n)log(3^n+2^n)
    asked
    1 answers
    725
    Best Answer:  limit (n to infinity) of (1/n)log(3^n+2^n) = limit (n to infinity) of (1/n)log[(1+(2/3)^n)*3^n] = limit (n to infinity) of (1/n)log[(1+(2/3)^n)] + limit (n to infinity) of (1/n)log[(3)^n)] = limit (n to infinity) of (1/n)log[(1+(2/3)^n)] + limit (n to infinity) of log(3) =0*0+ Log(3) = Log(3)
    answered

    How are asymptotes related to limits?

    246
    How is a convergent series sum related to the limit of the series? As series become infinite, how do the sums of convergent series differ from the sums of divergent series? How can we ever know what happens to a function or series as it approaches infinity?
    asked
    1 answers
    808
    Best Answer:  How are asymptotes related to limits? A horizontal asymptote is the limit as x -> infinity of f(x) A function f has a vertical astmptote at x = a if the limit as x -> a from the right (or left) is infinity (or negative infinity) as an example look at f(x) = 1/x. The limit as x -> 0 (from the left) is = -infinity where as the limit as x-> 0 (from the right) is = infinity. --------------------- How is a convergent series sum related to the limit of the series? In order for a sum to converge the terms of the sequence must go to 0 as the n goes to inifity, there are infact more strict conditions in order for a sum to converge but really it depends on the "tail end" of the series which you are summing over. You can look these up in pretty much any calc book. This should make sense, I mean you are adding up terms in the series, so it only makes sense that there are correlations between a sum converges and the sequence its self. -------------------------- As series become infinite, how do the sums of convergent series differ from the sums of divergent series? Well to really understand all this you need to really understand sequences only. What you do is you form a sequence of Partial Sums. Then you say that a series converges if the sequence of Partial Sums converge to a number between -infinty and infinty. A series diverges if the Sequence of Partial Sums does not converge. To deal with wither a sequence converges is another thing all together. More specifically, in order for a series to converge let S_n be the nth term in the Partial Series the series will converge if S_n - S_{n-1} -> 0 as n -> infinity. That is the difference of the Partial Sums must become infinity small (as n gets large) in order for the series to converge. With a divergent series the difference S_n - S_{n-1} does not go to 0 and that is really the only difference. All this tells us about the terms in the sequence is that the terms in the sequence as not "going to 0 fast enough" or perhaps the terms in the sequence are not going to 0 at all. A famous example is the harmonic series, the series goes to 0 however the infinte sum diverges because the series doesn't go to 0 fast enough. ---------------- How can we ever know what happens to a function or series as it approaches infinity? What you do is you look at large values for the series (or the function). And you look at limits as the series (or the function) approcah infinity. In general this is not easy, your functions or sequences may be very difficult to deal with, and I'm sure that there are some open problems in this area of analyising these things. ----------------- It sounds like you have some very good questions in this area, and I would tell you keep it up! These are real anaylsis types of questions, if possible see you you can find a book: Principles of Mathematical Analysis by Walter Rudin. This is pretty tough to get into it's probably the first graduate level book every math student sees but inside are some more specific answers to these types of questions. You may also want to read: http://en.wikipedia.org/wiki/Sequence and :http://en.wikipedia.org/wiki/Series_%28m... for an introduction to the subject. I hope I have been able to bring some insight to you, I invite you to e-mail me and ask me if you have further questions on the subject, or just do some reading on this on your own. I have really skipped a lot of the rigor when taking about these ideas to try to convey them to you, I hope that I have been clear enough to get the point across and precise enough to answer what you were looking for.
    answered

    How to limit input voltage?

    649
    I have these led diodes which require an input voltage of minimum 1.7 & maximum 2.8. They have to be battery powered, so i planned on using two 1.5 volt batteries. How could i limit the voltage so it does not exceed 2.8 volts.
    asked
    1 answers
    813
    Best Answer:  To find R, use this easy to use and free online calculator: LED calculator: http://led.linear1.org/1led.wiz LED series/parallel array wizard: http://led.linear1.org/led.wiz Do not use a zener to clamp the voltage. Waste of efficiency. For your own calcultions: R = (VS - VL) / I VS = supply voltage VL = LED voltage (usually 2V, but 4V for blue and white LEDs) I = LED current (e.g. 10mA = 0.01A, or 20mA = 0.02A) Make sure the LED current you choose is less than the maximum permitted and convert the current to amps (A) so the calculation will give the resistor value in ohms (ohm). To convert mA to A divide the current in mA by 1000 because 1mA = 0.001A. If the calculated value is not available choose the nearest standard resistor value which is greater, so that the current will be a little less than you chose. In fact you may wish to choose a greater resistor value to reduce the current (to increase battery life for example) but this will make the LED less bright. Example: If the supply voltage VS = 9V, and you have a red LED (VL = 2V), requiring a current I = 20mA = 0.020A, R = (9V - 2V) / 0.02A = 350ohm, so choose 390ohm (the nearest standard value which is greater). Ron
    answered

    How to Limit Upload Speed?

    789
    I was just wondering if there are any free programs, which I can use on my laptop to limit the speed of everything my computer uploads.
    asked
    1 answers
    690
    Best Answer:  The only logical reason to limit upload speed is if you are file sharing. If thats the case, many applications like azureus and limewire have an option to limit upload speeds. Upload = loading FROM YOUR system TO ANOTHER system...its not really an "average user task" unless they're file sharing, like i said earlier. If you mean download (TO YOUR system FROM ANOTHER system)speed, you simply have to use a download manager. Just google download manager to find one of those.
    answered

    Can anyone explain how to find the limit below?

    150
    limit as n tends to infinity (2 times (x)^(1/n) - 1)^n
    asked
    1 answers
    647
    Best Answer:  Evaluating the limit, you see you get one to the infinity. ONE TO THE INFINITE POWER IS NOT ONE. It seems contrary to reason, but one to the infinity power is actually an indeterminate form. This means you need to convert it to either 0/0 or ∞/∞. y = lim (n->∞) (2(x^1/n) - 1)^n ln y = lim (n->∞) ln (2(x^1/n) - 1)^n ln y = lim (n->∞) n ln (2(x^1/n) - 1) ln y = lim (n->∞) [ ln (2(x^1/n) - 1) ] / (1/n) = 0/0 Now L'Hopital's rule applies, but first we need to know the derivative of 2(x^(1/n)) - 1. d/dn [2 (x^(1/n) ) ] 2 d[ e^ ln (x^ (1/n)) ] 2 d[ e^ ( (1/n)(ln x) ) ] 2 [ e^ ( (1/n)(ln x) ) ] [(ln x)(-1/n^2)] 2(x^(1/n))(ln x)(-1/n^2) Using L'Hopital's rule: ln y = lim(n->∞) [1/(2(x^1/n)-1) ][2(x^(1/n))(ln x)(-1/n^2)]/(-1/n^2) ln y = lim (n->∞) [2(x^(1/n)) (ln x) ] / [2(x^(1/n)) - 1 ] ln y = 2 ln x ln y = ln x^2 y = x^2
    answered

    how to simplify limit problem?

    454
    Lim of y as it approaches 2. (y-2)^3 divided by y^3 -5y+2 i noe the answer is zero but i need to know how to simplify
    asked
    1 answers
    849
    Best Answer:  Limit (y - 2)³/(y³ - 5y + 2) y->2 note that : y^3 - 5y+2 = (y - 2)(-1 + 2y + y²) hence: (y - 2)³/(y³ - 5y + 2) = (y - 2)³/((y - 2)(-1 + 2y + y²)) =(y - 2)²/(-1 + 2y + y²) the limit: Limit (y - 2)³/(y³ - 5y + 2) = y->2 Limit (y - 2)²/(-1 + 2y + y²) = 0 y->2
    answered

    How to limit access to a file?

    466
    I want to limit the hours (ie 11am-4pm) which someone else can view a file. Is there a way I can do this on Google Docs, on my own website, on another website?
    asked
    1 answers
    136
    Best Answer:  You can do this with PHP on your website. But as for someone else's website, unless the person is using your computer, you can't (otherwise, you could program a program to do it, of course they could potentially close the program, but you could make it hard to find). To do the PHP method, your server or host should have PHP installed (Save a file as phpinfo.php with the contents <?php phpinfo(); ?> on your server and view it in you browser, if you see a lot of information, it's installed). To do it, you will need to save the webpage as a .php file. Here's example contents of the file (read the text after // for comments): <?php // Enter start and end times in the UTC timezone. (Note: 24 hour clock.) $start = 11; // a.k.a. 11am $end = 16; // a.k.a. 4pm // Gets the current time in the UTC (GMT) timezone. $time_utc = time() - date('Z'); $time = getdate($time); if($time['hours'] < $start || $time['hours'] > $end)   exit; ?> <p>Place your normal webpage here.</p>
    answered

    How to find the limit....?

    723
    lim (8x^2+4x-2)/(9-4x^2) x--&gt;inifinity I forgot how to do this..
    asked
    1 answers
    224
    Best Answer:  Limits at infinity can easily be evaluated by considering the highest degree in the numerator and the denominator. In this case, 8x^2/-4x^2. Since the degrees are equal, the limit is the quotient of the coefficients, so 8/-4 = -2. If you need to show your work, then take the highest degree in the denominator, x^2, and divide each term by that degree. Then use the summation and quotient rule of limits to evaluate them separately to arrive to the same conclusion.
    answered

    How to Limit Start Up Programs?

    160
    When my computer boots up it takes about 15 mins to get ready b4 i am able to even open up a web browser. i&#39;m pretty sure this is b/c my pc is wasting time opening unnecessary programs like quick time and lime wire when i do not need these programs upon start up (i will need them at some point tho so i don&#39;t want to completely delete the programs). i am familiar with cntrl alt dlt but this only works after i let my computer sit and think for 15 mins after i start it. How can i limit the amount of programs that open when i start my computer?
    asked
    1 answers
    305
    Best Answer:  When attempting to speed up a computer one of the first places to go is the Microsoft Configuration Utility. It list the programs that load or “boot” with the operating system and then run in the background. To edit this utility, read the following. To control what starts with Windows: Click Start and then Run. (Vista – Start>All Programs>Accessories>Run). In the run box, type "msconfig" without the quotes and then hit "Enter". This will open the System Configuration Utility. Click the "Startup" tab. Now remove the check mark from any and all programs that you “do not” want to start or "boot" with Windows. Now click apply and then click OK. You will need to restart your system. When the system starts you will see a box stating that you used the Config. utility, put a check in "Don't show this box at startup". That should do it. Do not remove any check marks from your security software. You want it to load with your operating system. As for the rest of the programs that are set to load with the OS, you will just have to experiment. Stuff like Adobe Reader, Gama loaders, Word, etc, can be turned off. They do not need to load with the OS, you can just click on their icons to launch these programs. - You may also want to run a good anti malware program too. Malwarebytes should do the trick. http://www.malwarebytes.com
    answered







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