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  • bcdiv() bcadd() bcsub() with Php

    - by Pieman
    Will this code be 'stressful' for a server? Or is it easy to bcdiv/sub/add to 10000 decimal places? I'm thinking of looping it afew times... Not Sure... $s2 = (bcdiv('1', $test, 10000)); $s = bcsub($s, $s2, 10000); $test += 2; $s3 = (bcdiv('1', $test, 10000)); $s = bcadd($s, $s3, 10000); $test += 2; Any advice? :)

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  • Pi help with Php (mass looping)

    - by Pieman
    My primary question is: Is this alot of loops? while ($decimals < 50000 and $remainder != "0") { $number = floor($remainder/$currentdivider); //Always round down! 10/3 =3, 10/7 = 1 $remainder = $remainder%$currentdivider; // 10%3 =1, 10%1 $thisnumber = $thisnumber . $number; $remainder = $remainder . 0; //10 $decimals += 1; } Or could I fit more into it? -without the server crashing/lagging. I'm just wondering, Also is there a more effiecent way of doing the above? (e.g. finidng out that 1/3 = 0.3 to 50,000 decimals.) Finally: I'm doing this for a pi formulae the (1 - 1/3 + 1/5 - 1/7 etc.) one, And i'm wondering if there is a better one. (In php) I have found one that finds pi to 2000 in 4 seconds. But thats not what I want. I want an infinite series that converges closer to Pi so every refresh, users can view it getting closer... see: http://zombiewrath.com/pi.php (Old one) and 'zombiewrath.com/superpi.php' (Newer one) But obv. converging using the above formulae takes ALONG time. Is there any other 'loop' like Pi formulaes (workable in php) that converge faster? Thanks alot...

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  • How long would this have to go on for...

    - by Pieman
    I have the Pi formulae -Well one of them... 1 - 1/3 + 1/5 - 1/7 etc. How long would it take to get to like 1000 S.F correct? -Well, not how long, how big would the denominator be? -I have it updating 4 times in one refresh: http://zombiewrath.com/pi.php So the section above would be done in one refresh, then 7 to 13 in another etc. Answer this maths question please :) Also how can I get the 10,002 length variable onto 'seperate lines'? -I want it to fill 100% screen width -no scrolling needed (well downwards only)

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