and one of the 2664 passwords is LAME
-SPM Thread Version Four-, Its never too late! :)
-SPM Thread Version Four-, Its never too late! :)
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Nov 26 2010, 10:34 PM
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#21
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1,475 posts Joined: Oct 2008 From: Kuala Lumpur , MY Joined: Jan 2020 |
and one of the 2664 passwords is LAME
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Nov 26 2010, 10:38 PM
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#22
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Nov 26 2010, 10:42 PM
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#23
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QUOTE(1malaysia @ Nov 26 2010, 10:38 PM) Hope you can understand what I'm saying...For easy understanding, draw the vector out: draw OP, then draw OQ start from P. Then you have two lines, OP and PQ. Draw a line from O to Q, that's the vector. You should have a Triangle now if you get what I'm saying. Both line OP and PQ are 2 units. Angle OPQ is 120 degree. Use any way you like to get the lenght for OQ. |
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Nov 26 2010, 10:57 PM
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#24
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Nov 26 2010, 11:08 PM
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#25
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Nov 26 2010, 11:15 PM
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#26
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Nov 26 2010, 11:20 PM
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#27
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Nov 26 2010, 11:29 PM
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#28
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Nov 26 2010, 11:41 PM
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#29
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Nov 27 2010, 09:37 AM
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#30
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QUOTE(redscorpion @ Nov 27 2010, 02:52 AM) sorry to interrupt. i stumbled upon this when i dont have anything to do. Actually you can. Because the whole function is y only, is the same if you replace all y with alpha or beta or x or whatever you like. If you change it back, you can't solve it because you get h(x-2) and what you need is h(x)from ur assumption, y is not equal to x. so u cannot simply change h(y) to h(x) in ur two last lines. u have to change it back by using ur assumption, y=x-2 |
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Nov 27 2010, 11:40 AM
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#31
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Nov 27 2010, 12:08 PM
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#32
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Nov 27 2010, 12:13 PM
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#33
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QUOTE(556611 @ Nov 27 2010, 12:03 PM) 1/2 pi is 90 degree.PQ=QR, so angle QPR = 45 degree which is 1/4 pi. area of sector is 1/2 x 8^2 x 1/4 x 3.142 Added on November 27, 2010, 12:14 pm QUOTE(1malaysia @ Nov 27 2010, 12:12 PM) my solution:2x^2 - 4x - 3 ≥ x 2x^2 - 5x -3 ≥ 0 (2x+1)(x-3)≥0 draw the inequality graph x≤-1/2 , x≥3 x>-1 , x<5 therefore, -1<x≤-1/2 3≤x<5 This post has been edited by bryanyeo: Nov 27 2010, 12:14 PM |
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Nov 27 2010, 12:16 PM
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#34
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Nov 29 2010, 01:53 PM
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#35
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Actually got one question has a minor problem. Drawing graph one. It states that the range for y is -27<y<9, but 9 is not the turning point, in fact the graph will slightly exceed 9
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