ragha-justme.blogspot.com

Just Me

This is my personal blog.just-me! Wednesday, October 5, 2011. A Gotcha with squaring on both sides. One of the things we often do while solving equations is square on both sides of the equation. Until today, it never occured to me that one could introduce extraneous solutions by doing so. Here is a simple example. Consider the equation. Squaring on both sides, we have:. Which leads to solutions:. Is an extraneous solution as a result of. Tuesday, August 2, 2011. Tuesday, May 24, 2011. Go to device manager.

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This is my personal blog.just-me! Wednesday, October 5, 2011. A Gotcha with squaring on both sides. One of the things we often do while solving equations is square on both sides of the equation. Until today, it never occured to me that one could introduce extraneous solutions by doing so. Here is a simple example. Consider the equation. Squaring on both sides, we have:. Which leads to solutions:. Is an extraneous solution as a result of. Tuesday, August 2, 2011. Tuesday, May 24, 2011. Go to device manager.

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Just Me | ragha-justme.blogspot.com Reviews

https://ragha-justme.blogspot.com

This is my personal blog.just-me! Wednesday, October 5, 2011. A Gotcha with squaring on both sides. One of the things we often do while solving equations is square on both sides of the equation. Until today, it never occured to me that one could introduce extraneous solutions by doing so. Here is a simple example. Consider the equation. Squaring on both sides, we have:. Which leads to solutions:. Is an extraneous solution as a result of. Tuesday, August 2, 2011. Tuesday, May 24, 2011. Go to device manager.

INTERNAL PAGES

ragha-justme.blogspot.com

1

Just Me: Facebook Hacker Cup: A Geometric Approach to Double Squares Problem

http://ragha-justme.blogspot.com/2011/01/facebook-hacker-cup-geometric-approach.html

This is my personal blog.just-me! Tuesday, January 11, 2011. Facebook Hacker Cup: A Geometric Approach to Double Squares Problem. Given an integer N, we need to find the number of integral pairs (x, y) such that x 2 y 2 = N. N can range from [0, 2147483647] and there can be a max of 100 such numbers in the input file. Bruteforcing all possible integral pairs of (x, y) upto n is equivalent to searching within the geometric space (grey rectangle) illustrated in fig 2. For example, with n = 25, if x = 5, y ...

2

Just Me: May 2010

http://ragha-justme.blogspot.com/2010_05_01_archive.html

This is my personal blog.just-me! Thursday, May 27, 2010. Measuring the Observer Expectancy Effect. If you are performing an experiment in which you tell the participant what you are expecting, then this biases the result due to placebo effect. This is the observer expectancy effect. How can you measure this? Lets consider a simple example. Suppose you are to create stress relief program. How would you measure if stress is relived or not? Coming back to the original question, if you do the experiment twi...

3

Just Me: Dream of death

http://ragha-justme.blogspot.com/2011/08/dream-of-death.html

This is my personal blog.just-me! Tuesday, August 2, 2011. Today i had a very scary dream. I owed somebody a debt, and he was going to kill me. I kind of get cornered on a huge staircase, and he was gonna push me from the top. Moments before throwing me, I ask him to give me some time (1 min or so), just so that i am prepared (I know its silly, but that's how the dream went). So, here I was, hanging from the top of a huge staircase, and i began to reflect."Is that all there is to my life?

4

Just Me: July 2010

http://ragha-justme.blogspot.com/2010_07_01_archive.html

This is my personal blog.just-me! Saturday, July 24, 2010. Are some people more intelligent than others? People consider some to be more intelligent than others. For example, most of us would agree if I consider newton or Einstein to be more intelligent than you. But is this really true? First off, what is intelligence? At birth everyone is (more or less) at the same level. Then why is it that some people are good at studies, while some just aren't? Why do some people learn faster than others? Is it beca...

5

Just Me: A Gotcha with squaring on both sides..

http://ragha-justme.blogspot.com/2011/10/gotcha-with-squaring-on-both-sides.html

This is my personal blog.just-me! Wednesday, October 5, 2011. A Gotcha with squaring on both sides. One of the things we often do while solving equations is square on both sides of the equation. Until today, it never occured to me that one could introduce extraneous solutions by doing so. Here is a simple example. Consider the equation. Squaring on both sides, we have:. Which leads to solutions:. Is an extraneous solution as a result of. November 1, 2011 at 9:52 AM. November 1, 2011 at 11:04 AM.

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برای تو. برای رفع غمهایت. برای قلب زیبایت. نوشته شده در پنجشنبه هجدهم مهر ۱۳۹۲ساعت 16:8 توسط رها. روی دست شب مانده ام. خواب هم مرا نمیبرد. نوشته شده در چهارشنبه هفدهم مهر ۱۳۹۲ساعت 23:57 توسط رها. از دردهای کوچک است که اتسان مینالد. وقتی ضربه سهمگین باشد. نوشته شده در چهارشنبه هفدهم مهر ۱۳۹۲ساعت 23:49 توسط رها. باز هم شرمنده اش میشوم. نوشته شده در چهارشنبه هفدهم مهر ۱۳۹۲ساعت 23:36 توسط رها. خودکاربیک رومیخری300ومن ولی غلط گیرومیخری 1000تومن! توی این زندگی اگه حتی روی کاغذ هم اشتباه کنی برات گرون تموم میشه!

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خطی ز دلتنگی

تار و پود هستی ام بر باد رفت اما نرفت عاشقی ها از دلم.دیوانگی ها از سرم. سلامخوب شد امتحانا تموم شدا داشتم می مردم.چقد سخت بوددددددددددددددددددد این مطالبی که گذاشتم پایین واسه شادی روحه شب جمعه ست بخونین روحتون شاد شه فاتحه هم یادتون نره! نمونه سوالهای رایج توی همه ی خونه ها. این تلویزیون بی صاحاب واسه کی روشنه؟ چی از جون این یخچال بدبخت میخای؟ کی لامپ دستشویی رو روشن گذاشته؟ کی دمپایی دستشویی رو خیس کرده؟ این موقع شب با کی حرف میزنی؟ چشمات در نیومد پای این کامپیوتر کوفتی؟ چه لحظه باشکوهی بود اون لحظه!

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رقص رویا

عکس کارت شناسایی دوره دبیرستان علی پروین. برچسبها: کارت شناسایی علی پروین. عکس کارت شناسایی دوره دبیرستان علی پروین. نوشته شده در چهارشنبه بیست و چهارم مهر ۱۳۹۲ساعت 21:8 توسط رویا. داستان تورم آلمان بعد از جنگ جهانی. نوشته شده در چهارشنبه دوازدهم تیر ۱۳۹۲ساعت 0:10 توسط رویا. هیچ کس برای ماندن نمیاد. خوبند ولی فراموش کار،. مثل مسافران کاروان سرا. مثل ازدحام بی انتهای یک خیابان. نوشته شده در دوشنبه بیست و هفتم خرداد ۱۳۹۲ساعت 12:15 توسط رویا. خیلی وقت است که بی تابم. و یک ه ل محکم. مراقب حرف زدنمان باشیم.

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رقص سکوت

اي تماشايي ترين مخلوق خاكي در زمين! آسماني ميشوم وقتي نگاهت ميكنم. ذوق نوشت: دلم تنگ شده بود واسه اینجا! غم نوشت: دلم تنگ شده بود واسه اینجا. یکشنبه ۱۰ اردیبهشت۱۳۹۱ ] [ 22:56 ] [ hajar ] . عشق مرد از نگاه دکتر شریعتی:. عشق مرد از نگاه دکتر شریعتی:. مرد ها در چار چوب عشق به وسعت غیر قابل انکاری نا مردند! برای اثبات کمال نا مردی آنان تنها همین بس که در مقابل قلب ساده و فریب خورده ی یک زن احساس می کنند مردند. اما وقتی که خیالشان از بابت قلب زن راحت شد به یک باره یادشان می افتد. که خدا مردشان آفرید!

ragha-justme.blogspot.com

Just Me

This is my personal blog.just-me! Wednesday, October 5, 2011. A Gotcha with squaring on both sides. One of the things we often do while solving equations is square on both sides of the equation. Until today, it never occured to me that one could introduce extraneous solutions by doing so. Here is a simple example. Consider the equation. Squaring on both sides, we have:. Which leads to solutions:. Is an extraneous solution as a result of. Tuesday, August 2, 2011. Tuesday, May 24, 2011. Go to device manager.

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Ragha-Rakita (Raghasyah Rama Putra) - DeviantArt

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ragha.com - This website is for sale! - ragha Resources and Information.

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raghaaav

I specialize in rapid prototyping, gameplay engineering, and level scripting, and have experience working solo, on small teams, as well as in large productions. I create experimental vignettes and character-based experiences. I am a graduate of USC's Interactive Media and Games Division and winner of a Dare to Be Digital award. I am an organizer at the IndieCade Festival, and have organized game jams like the Global Game Jam and the QUILTBAG Jam. Project Holodeck Wild Skies. A game about relationships.

raghaad.blogg.se

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Varföööör är ni kvaaaaar? Ahaha, har ju hälften av alla läsare kvar på en blogg som jag inte uppdaterat på nästan en månad, får jag fråga varföör? LÄS MIN NYA BLOGG ISTÄLLET JUU! 2011-02-18 @ 23:01:55 Permalink. Jag ser att ni fortfarande är här och hänger, whyyy? Lär inte bli uppdatering här anymore så klicka er vidare till min nya blogg! 2011-02-01 @ 21:33:59 Permalink. Raghad has left the building guys, no more blogg.se! Är min nya blogg! 2011-01-30 @ 22:12:26 Permalink. Jag brukar vanligtvis inte gil...

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معتکف کوی عشق...

حسادت و تمل ق روا نیست، جز درجستجوی دانش . [پیامبر خدا صلی الله علیه و آله]. وضعیت من در یاهو. تا شده عشق تو در جان معتکف جان ز سودای تو بی جان مانده است. داشتم آرام تا آرام جانی داشتم. جای خالی ام را! نوشته شده توسط معتکف. دستم بوی شبنم میگرفت. آه حوای درون دامان آدم میگرفت. مینوشتم شعر یک توده شقایق بود و آه. آشنا دستی ز دست باد مریم میگرفت. مینوشتم شاعری سر در گریبان غروب. یادگاری مینویسد، عشق ماتم میگرفت. میرسیدم تا لب دریا نگاهم بود و موج. انتشار آبی امواج را غم میگرفت. میگذشتم از گلاب کوچهی اردیبهشت.