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i wud also want the source code, pls here's my email..gen2dan@gmail.com...tanx |
Please help me out here guys cos so depressed wen i saw the merit list, the change of course form where can i get it in the school, ?? |
Now the question x2 + (x2 - 1)1/2= 1 (x2 - 1)1/2 = 1 - x2 Squaring both sides and expanding we get x2 - 1 = x4 - 2x2 + 1 Collecting like terms and simplifying we get x4 - 3x2 + 2 = 0 Now this is a polynomial of the 4th degree in even consecutive indices to solve this we divide with a quadrant, so using the trial method lets take x2 - 1 Dividing with this we get, x2 - 2 as the answer therefore, (x2 - 1)(x2 - 2) In which case x = +/-1 or the square root of 2 Check: x2 + (x2 - 1) = 1 Substituting x = 21/2 (21/2)2 + ({21/2}2 - 1)1/2 Gives, 2 +/- 11/2 which gives, 2 +/- 1 2-1=1 You can also check the other value yourself for confirmation |
Thanks solomon vry much, there are still many other questions that are troubling me like this one Make t the subject of the formula s = ut + 1/2at2 |
thank you very much ure too good, now i stil have another one, pleeaase, here it is, Factorise 9 - 4(a + b - c)2 thanks |
Her's the question Find the value of B in the equation b2 + 2 + 1/b2= 4 ![]() |
hey cmon dint u download the template at the site, ok, here the link www.unn.edu.ng then scroll down and youll see info on 2009/2010 post ume, click the link there to download |
yes you will buy the scratch card for registration but ull have to watch out for announcement of screening for DE candidates, its not yet announced, all these are in the downloaded template in their website |
the cutoff still remains 200, its on the the downloaded template |
For comfirmed info on FUTO post UME details, please click the link www.futoadmissions.com/exam.asp for bonafide information. do mind futocomm who will hold your scratch card till u come down to owerri |
Please go to the website www.unn.edu.ng to download all the info about 2009/2010 post ume screening exercise |
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