How do you type Polynomials on the computer?
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You are talking about subscripts.  To type X followed by a little 2 in microsoft word do the following:\n1)Type X\n2)Go to format->font check box next to subscript\n3)Type 2\n4)Go to format->font UNcheck box next to subscript\nDone\n\nA better option for mathematical formulas in Word is using a microsoft equation 3.0 object.\n1)Insert -> Object\n2)Microsoft Equation 3.0
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hold alt and then type on the numberpad 2-2-7 π
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Using what tool?\n\nInternet access?  Use Google Calculator -- see http://www.google.com/features.html#calculator\n\nPencil and paper?  Try iterations of Newton's method.\n\nCalculator?  Get a rough estimate by hitting the sqrt key ten times, subtract one, divide by ten, add one, then hit the "x squared" key ten times.\n\nLog tables?  Look up the logarithm, divide by ten, find antilogarithm.\n\nCalculator with x^y button?  Raise to the 0.1 power.\n\nCalculator with e^x and ln buttons?  Take ln, divide by ten, take e^x.\n\nC compiler?  Include <math.h> and use the pow function.\n\nJava?  Use Math.pow.\n\nFORTRAN or Perl?  Use x ** 0.1.
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http://www.calculator.com/
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actually polynomial functions make me happy...they are actually pretty easy.  You evaluate each term (thats the stuff separated by the addition (+) or subtraction (-) sign) individually.  So if you had sin(x) -x^3 + 3x\n\nthen you have the following\n\ncos(x) -3x^2 +3\n\nhope this helps!!
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Press a number x, the ^, and a number y.  For example:\n\nThe ^ key is next to TAN.
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Hold down the alt key and type the following 3-digit codes on the NUMBER PAD on the right:\n\ná = alt+160\né=alt+ 130\ní = alt+161\nó = alt+162\nú = alt + 163\nñ = alt + 164\nÑ = alt + 165\n\nAlso helpful:\n¿ = alt + 0191\n¡ = alt + 0161
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http://aleph0.clarku.edu/~djoyce/mathhist/mathhist.html
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http://www.anagramgenius.com/archive/algebr.html\n\nedit: sorry didn't answer your real question. I don't know of a program that does what you want, but it shouldn't be too hard to write it. \n\nEdit: Contact me at algebra@envisagecapital.com if you would like the solution. I wrote a quick program to do what you wanted.
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If you have the TI-34 calculator, you will need to use the 2nd function key and then push the >D key (2nd column, 3rd row) to access the A b/c key.\nI don't own any of these calculators, but I would imagine that it is going to be a second function key, which means you will need to look for the small text written above each key.  Which model of a calculator do you have?
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click start->run, type calc and hit enter
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After turning ON the calculator press on the GRAPH button.  Then press F1 on top left corner.  Enter you equation.  Press GRAPH button again and then press F5 located on top right corner and your calculator should be graphing it.  If you like to change to graphing mode from radians to degrees, press 2ND button (yellow button on the left side) and then MORE.  Move down using cursors until it says RADIAN/DEGREES.  You can choose either option and then press ENTER.  If you have any other question about the calculator, let me know.
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Press Alt and the numbers 164 = ñ\n\nPress Alt and the numbers 165 = Ñ
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The easiest function of x are:\n\nf(x) = constant\nf(x) = a*x, where a is a constant : 1st order poly\nf(x) = b*x^2 where b is a constant 2nd order\nf(x) = c*x^3 where c is a constant: 3rd order\n...\nf(x) = z*x^n, where z is a constant, n is a positive integer, nth order polynomial\n\na general polynomial is a sum of these.  They are convenient to work with for lots of reasons.  That's why they are so important.
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there is a button either were an ^ is on. then you type\nnumber and ^ and 17 \nor there is a button x to the power of y then you type \nnumber and button x to the power of y and 17
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Babbage - first "calculator" technically a computer
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x^4 + 5x^3 - 30 / x^2 - 3\n\nThe important thing is that, especially with division, polynomials need place value so 0 coefficients apply.\n\nRewrite as follows\n\nx^4 + 5x^3  + 0x^2 + 0x - 30 / x^2 + 0x - 3\n\n.................... x² + 5x + 3\n................. ____________________\nx² + 0x - 3 )x^4 + 5x³ + 0x² + 0x - 30\n.................. x^4 + 0x³ - 3x²\n.................  ------------------ .....↓\n........................... 5x³ + 3x² + 0x\n........................... 5x³ + 0x² - 15x\n........................... ------------------ ....↓\n.................................... 3x² + 15x - 30\n..................... ............... 3x² + 0x - 9\n.................................... ------------------\n....................... ................... 15x - 21\n\nSo x^4 + 5x³  - 30 = (x²  - 3)(x² + 5x + 3) + 15x - 21\n(Or quotient is x² + 5x + 3 and the remainder is 15x - 21)