• Graphf(−x)f(-x)f(−x) •f(−x)f(-x)f(−x)reflection • Or simply:f(−x)f(-x)f(−x) In order to do this, the process is extremely simple: For any function, no matter how complicated it is, simply pick out easy-to-determine coordinates, divide the x-coo...
Hi I'm currently plotting cubic bezier splines. My aim is that every time I move a control point, the bezier curve moves accodingly. TO achieve this, for each control point, I plotted a ROI point with the drawpoint() function. I have a listener at each point: ...
You can also simply graph the polynomial and make a visual judgement. In the image below, the polynomial has a relative maxima at 2 and relative minima at 4 and -2. The relative minima at -2 is also a global minima; the absolute maxima doesn’t exist because the value of the polynomia...
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I use a column graph but I do not manage to do it when the numbers turn negative as per the drawing below. Any help would be amazing!
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In this paper we show that every simple cubic graph on n vertices has a set of at least n /4 disjoint 2-edge paths and that this bound is sharp. Our proof provides a polynomial time algorithm for finding such a set in a simple cubic graph. 2003 Wiley Periodicals, Inc. J Graph ...
=IFERROR(INDEX(worksheet!A$2:A$9,SMALL(IF(worksheet!$A$2:$A$9="Raw material",ROW(worksheet!$A$2:$A$9)-1),ROW(worksheet!$A1))),"") This formula works in my file. I have to confirm the formula with ctrl+shift+enter because the attached file is version Excel 20...
How does this compare to other graphs/functions? As the graph below shows, exponential growth at first, has a lower rate of growth than thelinear equationf(x) =50x at first, has a slower rate of growth than a cubic function likef(x) = x3,but eventually the growth rate of an exponent...
When it plots those elements, the graph appears to go crazy. Im planning to do this with more than 2 coordinate sets. I'm trying to do some sort of cubic spline but without utilizing the spline function. Thanks in advanced for your suggestions, comments and knowled...