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Box and whisker plots homework help

The "whiskers" are the two opposite ends of the data. An ecologist surveys the age of about 100 trees in a local forest. So first of all, let's make sure we understand what this box-and-whisker plot is even about. Quick and easy-to-use web desn generator for Windows with hundreds of desn options and export to Word Press, Joomla, Drupal, Dot Net Nuke and Blogger. Now the reason we the two lines extending from the edge of the box whiskers is simply because they look like whiskers or mustache, especially mustache of a cat The five points or dot that you see represents the followings starting from left to rht Lower extreme: the lowest or smallest value in a set of data Lower quartile or first quartile: the median of all data below the median Median or second quartile: the middle value of the set of data.

Box and whisker plots homework help

Box and whisker plots homework help

Calculators will be used to develop exponential patterns. The student will compare and convert units of measure for length, area, weht/mass, and volume within the U. Customary system and the metric system and estimate conversions between units in each system: The student will investate and describe concepts of positive exponents, perfect squares, square roots, and, for numbers greater than 10, scientific notation.

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    Box and whisker plots homework help

    Box and whisker plots homework help

    Box and whisker plots homework help

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    Box and whisker plots homework help

    In this case, so you may encounter a book answer that doesn't match the calculator answer. PURSUIT OF UNHAPPINESS ESSAY If there are two values in the middle, the median is the average of the two values Upper quartile or third quartile: the median of all data above the median Upper extreme: The bgest value in the set Example: Construct a box and whiskers plot for the data set: First, you have to put the data set in order from greatest to least or from least to greatest From least to greatest we get : 2 5 7 9 10 13 16 Since the smallest value in the set is 2, the lower extreme is 2 Since the greatest value in the set is 16, the upper extreme is 16 Now, look carefully at the set: 2 5 7 9 10 13 16 You can see that 9 is located rht in the middle of the set of data Therefore, 9 is the median Now to get the lower quartile, you need all data before the median or 9 2 5 7 9 10 13 16 In bold rht above we show all data before 9, so 2 5 7 Since the value in the middle for the set 2 5 7 is 5, the lower quartile is 5 Finally, to get the upper quartile, you need all data after the median or 9 2 5 7 9 10 13 16 In bold rht above we show all data after 9, so 10 13 16 Since the value in the middle for the set 10 13 16 is 13, the upper quartile is 13 Now make a number line and graph above the number line 2, 5, 9, 13, and 16 with five dots: one dot will represent the median, one dot will represent each extreme, finally, one dot will represent each quartile.


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