Hi there!\n\nI want to make worksheets for my class which include curves. Does anybody know of any Maths programs where diagrams can be drawn onto worksheets?\n \n                                          Thanks\n                                           Philip
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Special math programs are not required.  This can easily be accomplished in MS Word or Excel using the AutoShapes function under Insert / Picture / AutoShapes
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The potter is awailable on \nhttp://www.hostsrv.com/webmab/app1/MSP/quickmath/02/pageGenerate?site=mathcom&s1=graphs&s2=equations&s3=basic\n\nThere is also lot more than you expect on this page\nhttp://www.univie.ac.at/future.media/moe/onlinewerkzeuge.html
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I am a math major so I have taken every math class. Start with Elementary Statristics...it is not that bad mostly pie and bar graphs for the first half of the semester.
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FOr years I have written songs for my class, and each of the other teachers either found songs, skits or poems to present. We don't have a cohesive plan, but we have an elder introduce each group. THis year and last I moved up several grades and am now teaching grade 5/6. So last yar I found a five minute skit, and this year I am writing one. This has been the format we have followed for as long as I can remember.\n\nas for finding a complete program online, I've never checked, but there has to be one available somewhere. Do a google search, and check your nearest Christian book store.
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Yes, It is possible if we use x,y,z plane in plotting graphs. When using this method we should be very precise.\n\n3D model gives very spectacular graphs. There is algebraic expression for many 3D shapes e.g sphere, cones
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The only web site I know of is mathforum.org  Try to turn math into a game for her, rather than a chore.  There are some online math games she might like, or if she's doing division problems, you could even use cooking as an example, since measuring cups have division in it.  The trick is trying to make math seem like a fun thing rather than a chore.
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Plz check these sites and select what you like:\n\nhttp://eiffel-mas.sourceforge.net/\nhttp://www.bhld.com/\nhttp://www.incrediblecharts.com/online_charts/free_download.htm
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Yes! Maths Statistic Courseworks HORRID. Best thing to do is get a mark scheme off the teachers and write it too fit the criteria exactly. That way you dont end up doing more work than nessacary
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The difficulty here is that the term 'metric' for differential geometry and for topology is slightly different. The metric described in the website is of the differential geometry type. Essentially, it gives a differential formulation that can be integrated to find the length of a curve. Then 'straight' lines are the curves with minimal length. I'll see if I can find an explicit descrition of the metric in the topological sense. It is rather more complicated as I recall.
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i had to make a pamphlet for school once.  I'm not sure of an easier way, but you can make columns on a word document in the format option.
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These are quite famous problems. As you mentioned, you can do it with integration; thats probably the simplest way.\n \nIn order to see why that works, lets call f(x) = 1/x or 1/x^2 depending on which one you want. \nDraw a 'histogram', where each of the bars is 1 wide, and has height 1/(left x value). So you have a bar from x=1 to x=2 with height 1, x=2 to x=3 with height 1/2, etc.\n\nNow if you draw the curve f(x), it never goes below any of these bars. So the integral of f(x), which is the area under the curve, must be less than the total area of each bar, which is that infinite sum. So if we get a finite integral, we have must a finite sum.\n\nSimilarly, you could draw a histogram where each bar has height 1/(right x value). Then the curve is always *below* the bars, so you get a lower limit. Then if that integral is infinite, the area must be infinite.\n\nAnyway, now that we've got the official answer sorted, there are many other proofs. Heres a nice one for the 1/k case:\n= 1 + 1/2 + (1/3 + 1/4) + (1/5 + 1/6 + 1/7 + 1/8) + ...\n>= 1 + 1/2 + (1/4 + 1/4) + (1/8 + 1/8 + 1/8 + 1/8) + ...\n= 1 + 1/2 + 1/2 + 1/2 + ...\nwhich goes to infinity.\n\nAs a side note, the actual sum of 1/k^2 is pi^2/6. That always interests me - if you draw a whole bunch of circles with radius 1, 1/2, 1/3, .., then their total perimeter turns into the 1/k-type sum, and is infinite. However, their total area turns into the 1/k^2-type sum, and is finite. So you can't draw the outline of the circles, but you can colour them in.. ;)
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I do those things in maths, but I have no choice!!!!!!!  I sometimes draw shapes if I get bored in lessons, cos then you make all the shapes crossover, and colour it all in random colours, its soo cool, and really passes time!\n\nAge: 14        Profession: GCSE Student       Mission: Fall asleep in maths without anyone noticing! (I hav perfected open eye dreaming!)
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EXTREMELY APOLOGETIC AND SORRY IF I HAVE HURT U,\nBUT WHY DON'T U USE COREL DRAW WHICH HAS MORE FEATURES THAN ILLUSTRATOR\n\nIT IS ALSO EASY TO USE. &  USER FRIENDLY
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The Edifier has it right, but darned if I can follow the notation. You really need to see this written out like a textbook to understand what's going on.\n\nClick the link below in "sources" to see the answer hosted at my website www.calculus-help.com. Right now, Yahoo! answers, as far as I can tell, doesn't allow graphics, which makes it tricky to answer ANY math questions.\n\nPlease don't post math answers, guys, if the poster knows the answer but can't get there, and you get something completely different.
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Statistics would be a good math course for you to take. It's called "Stats" by students taking the course. The course has histograms and charts and graphs you could use to show your data visually. It also had permutations and factorials good for crunching numbers in the books better. It also has normal bell curve probability.
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This is off the topic of your questions but may be the answer to your other issue of having a good image editor and other cool, free tools. \n\nhttp://www.usatoday.com/tech/columnist/andrewkantor/2004-03-26-kantor_x.htm\n\nTo answer your question:  \nVector graphics are composed of curves connected by points, mathematically defined. A circle is four curves connected by four points. A rectangle is four curves, connected by four points. (No, that wasn't a typo...they are considered curves even though they're straight lines. No, I don't know why...math and I never really got along all that well.) When you want to make the circle larger or smaller, the mathematical formula is redefined, and the circle keeps it's perfect crisp lines. Creature House Expression, Macromedia Freehand, and CorelDRAW are three examples of vector programs. These programs are considered object oriented because everything you make, even text, is an object that can be manipulated independent of other objects and the background (which can also be an object if you put something there, such as a rectangle covering the page.) You can arrange them so they are in front of each other, in back of each other, stack them, or group them. Vector programs are also sometimes called drawing programs, while programs like Adobe Photoshop and Procreate's Painter are paint, or raster programs. \n\nA raster program constructs what you see on screen by using pixels. When you enlarge the picture, the only way it gets bigger is for the pixels to get bigger too, and you lose the nice edges. So when you work in a raster program your best bet is to make your picture the size at which you'll ultimately be using it, because you will be limited in how much sizing you can actually do. And that is the beauty of working with vectors! You can work on a 4" object and enlarge it to 4' if you want. And it'll look just as good at 4' as it did at 4".
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Hey there!!  Good luck on your project.  Here are a few great sites to get you on your way!!\n\nhttp://www.smartdraw.com/specials/education.asp?type=41504&id=41504\n"SmartDraw is easy drawing software that provides you with an assortment of fun and creative classroom activities!\n\nShort on time, but need to create a math quiz? An astronomy handout? What about a permission slip for the museum field trip? It's all right at your fingertips with SmartDraw!\n\nSmartDraw comes packed with educational templates and clip art to help you create great-looking worksheets, forms and handouts in minutes.\n\nNot only is it quick and easy to get great results, allowing you more time for your students, but it's fun to use!"\n\nhttp://teacher.scholastic.com/tools/class_setup/\n"Class Set-Up tool is a new, easy-to-use, virtual layout tool that helps you design customized and effective classrooms to promote learning. Use this tool to rearrange and set-up mock classrooms, and map out virtual seating charts."