how can i learn advanced geometry (ECLUIDIAN ,NON-ECLUIDIAN,RIEMANN,ETC....) ?
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First you have to know how to spell the various types of geometry: Euclidean, Non-Euclidean for a start. Then do a search for more informaiton.
150109
http://en.wikipedia.org/wiki/List_of_geometric_shapes\n\nWikipedia is a great source to find just about anything, do make most of it. If you want to learn about something, then go to the wikipedia homepage:\n\nhttp://en.wikipedia.org \n\nand use the search box & you're all set!\n\nGoogle is another place where you can start. :)
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http://www.schoolingkids.com/analytical-co-ordinate-cartesian-geometry/study-notes/
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This might help --> http://www.uwm.edu/~ericskey/TANOTES/Geometry/node15.html
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When u r solving a problem draw the figure first and mark it clearly. Visualization is the most important part in geometry.\nThe chapters r different becoz each chapter is another step 2 the next chapter. Try 2 remember the theorems studied earlier becoz u need them now. If u feel grounded, keep in mind, in ur book there is nothing u can't do with what u already know. If u hav enough time try 2 solve all the end of chapter problems on ur own.
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Fractals\n\nTake the serpenti carpet, for example. This tesselation is derived first from a square the square has its middle section taken out creating 8 new, smaller squares. This process is repeated to infinity. It is a tesselation because it is a repeated pattern. The math aspect is this:\n\nEach time we take out the middle ninth, thus leaving 8/9 of what we started with. If we continue the process infinitely, the area will be 1 square unit * (8/9)^infinity, or 0. However, the shape still exists in a 2-D plane. This explanation only scratches the surface. If you're interested, check out wikipedia, mathworld, or simply google tesselation, serpenti carpet, cantor dust, tesselation, and even the Koch Curve. If your REALLY interested you might want to check out "To Infinity and Beyond: A cultural HIstory of the infinite." You can find it on amazon, and it will give the readers digest, don't need to be a math major version of everything about tesselations.
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http://www.purplemath.com/lessons.htm
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http://mathforum.org/library/drmath/sets/high_calculus.html\n\ngood luck...
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try this http://www.accessexcellence.org/RC/VL/GG/diagram.html\nAll the best !!
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Euclidean geometry\n\nEuclidean geometry is the geometry we r most familiar with, the geometry on flat surface.
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memorize simple rules and try to derive the hard ones from simple ones and then to be fast then memorize the diffucult rules.Trigonometry is simple if you know basic El-Cebir well
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I recommend Unit 5 of this course:\nhttp://www.cs.mtu.edu/~shene/COURSES/cs3621/NOTES/\n\n(Construction of Bézier Curves, De Casteljau's Algorithm, Subdividing a Bézier Curve)\n\nand the software "DesignMentor V2: Curve":\nhttp://www.cs.mtu.edu/~shene/NSF-2/DM2-BETA/index.html
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geometry too? try your damndest, dont EVER give up, kiss ass, lol
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Any on Analytic Geometry. My suggestion is "Analytic Geometry" by Charles Lehmann or "Modern Analytic Geometry" by William Wooton.
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Mathematical Statistics by Wackerly\n&\nCalculus by Stewart\n\nYou don't need more than those too, but the study manuals can be useful though expensive.  Actex has good ones, as did BPP but I can't seem to find any on their website.  BPP had the information for the first course free, but that was a while ago.
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Yes!!!!!!!!! Email me, and I'll try to shed more light on this. Parabolas are where my genius comes out :)
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First as an IItian myself.......i'll break into laughter at the question.Its all about love for ur subject.Anyway in view of the intense competition, it is natural that aspirants ask the question.\n\nThese might(in fact they will) help.\nMathematics:\nTrigonometry(vol 1) and CoOrdinate Geometry by SL Loney.\nProblems in IIT-Jee by Tata-McGraw Hill publications.\nA couple of books from Arihant publishers also definitely heps(especially the Vector algebra and 3D geometry.\n\nPhysics:\nFundamentals of physics(Vol 1 & 2) by HC Verma.\nFundamentals of Physics by Halliday,Resnick and Walker\nAnd that problems book by IE Irodov-dont expect to solve everything.No way!!\n\nChemistry:(My favourite)\nOrganic Chemistry - two books :one by  Morrison&Biyd and the other by Solomon & Fryle.\n.Plz dont refer Organic Chem by Arihant publications.It is stupid.\nAnd inorganic- refer some "standard book"(something like OP Tandon-he'z the author).If u r really interested in the subject then also buy Inorganic Chemistry by JD Lee.\nPhysical is tough.Go in for some 'problems' book and agn if u r really interested then Physical chemistry by Shriver and Atkins is the way to go .Lemme tell u ,it is amazing.\n\nThere it is.The Long List.\n\nAnyway:All the Best for the exam. ;-)