how do i do algebraic tables and graphs?
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If you need to help I am a tutor in math.  please contact me
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Explore pivot tables.
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Matlab, Gauss, S+ and probably a lot more.\n\nIn a pinch, you can also use MS-Excel.\nDownload this pdf file from Cliff Ragsdale´s book site:\nhttp://swlearning.com/quant/ragsdale/chapter12.exe\nIt actually works better than you´d think.\n\nOr go to http://swlearning.com/quant/ragsdale/fourth_edition/ragsdale.html\npick previous edition and student resource.
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Which function, Subsitution, Linear COmbination, Graph?
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I would suggest using Microsoft's Equation Editor.  It should come packaged with Microsfotw Word.  This is a bit further than using simple super scripts and subscript font changes.  It will let you use all sorts of mathematical symbols in a nice neat manner.
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Pick a few easy points like pi/2, pi, 3pi/2, 2pi.  You know the period.  Then just graph it.
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You have two ways to do it...\nOne... if you have to do it on a graph paper... \nthen.. put some values of x and solve for y and make a table... and then plot those points on graph\n\nOtherwise.. use graph plotting softwares.. like gnuplot (which is a free software).. define function as f(x)=2x (f(x) is equivalent to y here) and say plot f(x).. it will plot you the function.
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I haven't tried it, but check out MatPy (linked below).  Another possibility is Numerical Python (also linked below).
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If you have Microsoft Office Discs, then load the Equation Editor. It will allow you to write all of these.
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try this http://www.accessexcellence.org/RC/VL/GG/diagram.html\nAll the best !!
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The website below seems to be what you're looking for.  The spreadsheet you can download uses the NORMDIST function to do the graph.  Check out the help feature for the function to see its equation.\n\nI assume you know how to calculate the mean and standard deviation for your data.  The AVERAGE and STDEV Excel functions are good for this.
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if you are hardworking enough and plot the graph either manually or by any high-tech equipment (such as a graphic calculator), you should be able to do question 1.\n\naccording to the graph(s) you have plotted, you will then be able to do questions 2 and 3.....which i think there are no sollution for both of these question.\n\nas for question4, just by a quick look, we will know that x=0, as 2^0=3^0=5^0 = 1\n\nthe same for questions 5 and 6.
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Domain ~ x values\nRange ~ y values\n\nYou have to work the function and figure them out.
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go here- http://people.hofstra.edu/staff/steven_r_costenoble/Graf/Graf.html\n\nand enter     2x^2   in the big blank field and a graph will pop up!
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Microsoft Excel should be sufficeint for a lab report.  Excel can also make graphs from the table data.
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There are many ways to approach this question the easiest being if you have a graphing calculator just plug in a few points ie. (23,9200) (24, 9216)<look below for explanation> into stats and then use the stats operation quadreg and plug that formula into your y values and look at the table for the biggest y or you can look at the graph and use the maxium feature.\n\nif you don't have a graph calc then you need to grab a few points ... I'll use (23,400) (24, 384) (25, 368) (26,352) and (27, 336)... now multiply the x and y for each and then put that in the y value for each x.... ie. (23,9200) (24, 9216) (25, 9200) (26, 9152) (27, 9072)\n\nmake make a small t-chart (with 2 extra columns the first d and then d') with your first two as your new x then y points.... with the first extra column(d) take the difference of each y(for the first entry you will not be able to have an answer) ie. 16; -16; -48; -80; now in the second extra column(d') take the difference of the d column and multiply it by -1 ... -32, -32, -32\n\nnow you ready to start making your quadratic... take d'(32) and take it to the -2 power<I may be wrong here and it might be the -1 power, but you can just test and come back if wrong> then place that number in front of x^2 (I will refer to this number as a)\n\nok now take this formula ax^2 +bx +K(this is the constant but in this problem you have none) now plug in a value you have for x from your second points and solve for b now this is your quadratic, you should test it on a point or two, but use this to create a huge t-chart of different points and look for the when the value gets smaller, and the point before it gets smaller is your point\n\nwe actually ran into the answer while doing the problem which is common in math books but the point (24, 9216) or when you have 24 trees is the maximum yield
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In column A, put values of x.  I usually put something like -10, then make each cell below it be -9, -8, etc. up to perhaps 10.  The values you pick will probably depend on your function.\n\nIn column B, put your y values.  You can make this a formula based on column A.  So if the equation was y = x^2, you would write =A1^2.  Copy this formula down the rest of the column.\n\nNow select those two columns and click the graph wizard.  Pick an XY (Scatter) plot, and pick one with connecting lines.  It should give you what the graph will look like.