mc_darklight Posted November 18, 2006 Share Posted November 18, 2006 ano yung long formula ng square root? Quote Link to comment
mc_darklight Posted November 18, 2006 Share Posted November 18, 2006 formula for sudoku puzzle Quote Link to comment
mason_rod Posted November 19, 2006 Share Posted November 19, 2006 The Fibonacci numbers: 0, 1, 1, 2, 3, 5, 8, 13, 21, 34, 55, 89, 144, 233, 377, 610, 987, and so on.... Quote Link to comment
dix Posted November 20, 2006 Share Posted November 20, 2006 Drake EquationIs there a way to estimate the number of technologically advanced civilizations that might exist in our Galaxy? While working at the National Radio Astronomy Observatory in Green Bank, West Virginia, Dr. Frank Drake conceived a means to mathematically estimate the number of worlds that might harbor beings with technology sufficient to communicate across the vast gulfs of interstellar space. The Drake Equation, as it came to be known, was formulated in 1961 and is generally accepted by the scientific community.N = R* fp ne fl fi fc L where, N = The number of communicative civilizations R* = The rate of formation of suitable stars (stars such as our Sun) fp = The fraction of those stars with planets. (Current evidence indicates that planetary systems may be common for stars like the Sun.) ne = The number of Earth-like worlds per planetary system fl = The fraction of those Earth-like planets where life actually develops fi = The fraction of life sites where intelligence develops fc = The fraction of communicative planets (those on which electromagnetic communications technology develops) L = The "lifetime" of communicating civilizations Frank Drake's own current solution to the Drake Equation estimates 10,000 communicative civilizations in the Milky Way. Dr. Drake, who serves on the SETI League's advisory board, has personally endorsed SETI's planned all-sky survey. I remember this was featured in Carl Sagan's COSMOS tv series. Nice one . Quote Link to comment
mt16 Posted December 2, 2006 Share Posted December 2, 2006 1/2 of joke = true 1/2 of joke = true biggrin.gif Quote Link to comment
cute_morena Posted December 13, 2006 Share Posted December 13, 2006 Drug Calculation D/S x Q D= desired doseS= stockQ= quantity Quote Link to comment
cryptkpr Posted December 25, 2006 Share Posted December 25, 2006 P = i^2 R P = poweri = currentR = resistance Quote Link to comment
iamthebest747 Posted January 3, 2007 Share Posted January 3, 2007 (edited) Wow, saya ng thread na to a. For Math majors and math lovers. Ako personally, as a math major, mahal ko talaga math. Saya ng Kakuro at Sudoku puzzles e. Eto na lang, share ko sa inyo, nakakatawang proof na 1=2. Assume a = bThen a(a - b ) = b(a - b ) a^2 - ab = b(a - b ) a^2 - b^2 = b(a - b ) (a - b )(a + b ) = b(a - b ) (a + b ) = b 2b = b 2 = 1 Luma na yan e. Nakakatawa lang isipin. Hahahaha. Try nyong hanapin yung mali kung nasaan. Edited January 3, 2007 by iamthebest747 Quote Link to comment
libraprime Posted January 4, 2007 Share Posted January 4, 2007 Haha.. Reminiscing time nato nung engineering days ah.. Tama yung solution nyan eh.. ang problema daw yung given.. Ilang UP profs na pinagtanungan ko rin nyan di nila maexplain kasi tama lahat ng steps.. Eto isang lumang problem din.. kakatuwa.. specially dedicated sa nag-open ng thread na ito.. sana masagot mo.. ) Show 45 - 45 = 45 Quote Link to comment
ibirp Posted January 6, 2007 Share Posted January 6, 2007 (edited) Wow, saya ng thread na to a. For Math majors and math lovers. Ako personally, as a math major, mahal ko talaga math. Saya ng Kakuro at Sudoku puzzles e. Eto na lang, share ko sa inyo, nakakatawang proof na 1=2. Assume a = bThen a(a - b ) = b(a - b ) a^2 - ab = b(a - b ) a^2 - b^2 = b(a - b ) (a - b )(a + b ) = b(a - b ) (a + b ) = b 2b = b 2 = 1 Luma na yan e. Nakakatawa lang isipin. Hahahaha. Try nyong hanapin yung mali kung nasaan. ang mali nyan: sa (a - b )(a + b ) = b(a - b ) kasi, a = b , then: (a - b )= 0. so dapat dun plang, zero na ang equation mo.. Edited January 6, 2007 by ibirp Quote Link to comment
Alien1 Posted January 7, 2007 Share Posted January 7, 2007 If 1/1 = 1and 1/0 = undefined/infinitywhat does 0/0 = ? 1 or undefined/infinity Quote Link to comment
libraprime Posted January 16, 2007 Share Posted January 16, 2007 anything divided by 0 is infinity po Quote Link to comment
naru2ako Posted January 17, 2007 Share Posted January 17, 2007 sa aken piece of cake!!! Quote Link to comment
blackdeacon Posted January 19, 2007 Share Posted January 19, 2007 Ito probability problem. There are 1000 items in a room, 2 of which are broken. A person is asked to get 22 items from the room at random. What is the probability that he'll get the two defective items? Quote Link to comment
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