plz explain me what is an absolute chart and what is a relative chart?
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absolute chart - stock chart for ex.\nrelative chart - Humidity Chart & Table
907446
Absolute increase is (1.00 - 0.92) units\nThe relative increase = (0.08) units / 0.92 units = 0.087 = 8.7%\nThe relative increase = percental increase = 8.7%. That's it.\n\nTh
1161328
Great chart can be found here:\n\nhttp://en.wikipedia.org/wiki/Comparison_of_graphics_file_formats
125484
I'm not sure the official difference between a chart and a table, but the difference between those and a graph is that a graph plots the data points that are given in the chart/table.  A graph is a graphical representation of data, a chart/table is a method of organizing the data.
1068516
Stars are classified by their spectral type and absolute magnitude. The main spectral types run OBAFGKM, in order of decreasing temperature.  The absolute magnitude is the brightness of the star corrected for distance. A plot of these two characteristics for a group of stars is called a Hertzsprung-Russel diagram.\n\nCan't help with the biology stuff, sorry.
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Here is an overall chart:
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If the chart is linked to an Excel file, it may be that the other computer doesn't have access to the other file (or simply can't find the file on the network). You might try saving the file with the Pack and Go wizard and including linked files (File > Pack and Go) so that you are sure everything is included.\n\nIf the chart was created directly in PowerPoint, it may be that the other computer doesn't have the same version of PowerPoint and the charts aren't transferring correctly.
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a chart keeps track of something that is ongoing.\na log keeps track of things that have already happened.
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absolute values are important in higher levels of analysis when using wide ranges of numbers, also it help when we try to have equations of only real numbers make sense sometimes, i.e. various sorts of root equations
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Don’t confuse Accuracy, Resolution with Sensitivity. \n\nAccuracy \n\nAccuracy describes the amount of uncertainty that exists in a measurement with respect to the relevant absolute standard. It can be defined in several different ways and is dependent on the specification philosophy of the supplier as well as product design.\n\nResolution \n\nIn relative amounts, resolution describes the degree to which a change can be detected. It is expressed as a fraction of an amount to which you can easily relate. For example, printer manufacturers often describe resolution as dots per inch, which is easier to relate to than dots per page.\n\nSensitivity \n\nSensitivity is an absolute quantity; resolution is a relative quantity. Sensitivity describes the smallest absolute amount of change that can be detected by a measurement, often expressed in terms of millivolts, microhms, or tenths of a degree.\nSensitivity should not be confused with accuracy—they are entirely different parameters. For example, a device specified with 1-mV sensitivity may only be accurate to 10 mV with an applied input of 10 V. Yet if the 10-V input signal changed by 1 mV, the device still could observe the difference. Sensitivity sometimes can be improved by averaging. \n\nhttp://www.evaluationengineering.com/archive/articles/1298pct.htm\n\nAccuracy is usually determined at 4 points 25%, 50%, 75% and 100% of full scale. This is accomplished by:\n \n1.Placing the dial indicator in a stand.\n2.Place the stand on a clean surface plate.\n3.Select a gage block of any size.\n4.Preload the indicator a few divisions (insure the lever is horizontal to the plate).\n5.Spin the dial until the DI reads zero. \n6.Place another gage block (or wrung gage blocks) under the lever that’s 25% of full scale. DI should read desired value +/-1 div..\n7. Repeat at 50%, 75% and 100% of full scale.\n\nSensitivity is the smallest value that an instrument can measure. What makes this confusing on a dial indicator is it is generally also +/-1 division but the method to measure it is different. \n\nAfter step 6 perform the following:\n\n8.Remove the 25% gage block.\n9.Select a gage block 1 division from the 25% block. (Normally 0.001”) \n10.Place the block under the DI and verify it reads +/-1 div.\n11.Repeat at 50%, 75% and 100% of full scale.\n\nWe use a lot of GIDEP calibration procedures. They’re military manuals available to the public because well; we paid for them with our tax money. It’s worth it’s weight in gold.\n\nhttp://www.gidep.org/\n\nWhat is GIDEP?\n\nGIDEP (Government-Industry Data Exchange Program) is a cooperative activity between government and industry participants seeking to reduce or eliminate expenditures of resources by sharing technical information essential during research, design, development, production and operational phases of the life cycle of systems, facilities and equipment.
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Well, this seems like you're looking for, but I¡m not sure...\n\nhttp://www1.umn.edu/itcomp/Chart1.htm
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When you create a chart, do not specify the data range with a range of cells, use a dynamic range. The range will expand automatically when data is loaded, at the top or bottom. See the Source link for several examples.
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there are two coordinate systems, absolute and relative(INCREMENTAL), in absolute system you get ORIGIN POINT 0,0(x,y) position(it always stays the same) and everything is counted from there, in incremental system the ORIGIN POINT 0,0(x,y) is always changes(determined by x,y values that are given)\n\nex: absolute origin point x=0,y=0,(origin point x0,y0 never changes)  if you want to go 1 on x and 1 on y, x would be =1 and y=1, if you want to go again  2 on x and 2 on y, x=2,y=2.\n\nincremental: if you start with origin x=0,y=0, and you want to go 1 on x and 1 on y, then x=1, y=1(origin point changes to x1,y1), then if you want to go again 2 on x and 2 on y, then x=3, y=3...\n\nso relative coordinates means that new coordinates are related to old coordinates
185010
A flowchart is a diagram, or a "chart," that shows the steps in a procedure.  It uses boxes of different shapes (the different shapes mean different things) and arrows to show the direction of "flow" through the procedure.  It is like a map that you can use to trace how something works, for example, a computer program.
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A bar graph is usually used when one would like to compare the frequencies of the different components. By using a bar graph, it is very evident which is the highest, the lowest etc.\n\nA pie graph is used to show the proportion of the different components of the total frequency. You can tell immediately which is the majority when you use this, but you cannot really tell at first glance when you use a bar graph.
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Did you mean chart?\n\nHere's the steps:\n\nInsert Menu > Picture > Chart.
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Searching for "hundreds chart" gave me this...\nhttp://math.about.com/library/100.pdf\n\nIf this is what you are talking about, I think the point is that it has every number from 1 to 100.  Why would you want a chart that had only odd numbers?  It would only go up to 99, anyway.