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Bellwork 4/24 A students’ test scores on 6 tests were; 84, 76, 80, 64, 92, and 84. Find the average test score.
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Bellwork 4/24 480 480/6 = 80 The average score is 80
= 480 480/6 = 80 The average score is 80
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To construct a box and whisker plot.
Today’s Objective To construct a box and whisker plot. To construct a stem and leaf plot.
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Measures of Central Tendency
There are several methods commonly used to find an average. 1.) Mean 2.) Median 3.) Mode
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The mean is the sum of (n ) numbers divided by n.
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Median The median is the number in middle after the numbers have been placed in order.
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The mode is the number that occurs most often.
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Measures of Central Tendency
Consider the numbers: 84, 76, 80, 64, 92 and 84. Let’s find the Mean, Median, and the Mode.
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Mean = 480 480/6 = 80 The mean score is 80
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Median 84, 76, 80, 64, 92, 84 64, 76, 80, 84, 84, 92 Since there is no # in the middle, we will find the median by finding the mean of the 2 #’s in the middle.
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Median 64, 76, 80, 84, 84, 92 = 164 164/2 = 82 The median score is 82.
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Mode 64, 76, 80, 84, 84, 92 The mode score is 84.
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Measures of Central Tendency
64, 76, 80, 84, 84, 92 1.) Mean = 80 2.) Median = 82 3.) Mode = 84
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Find the Mean, Median, and the Mode
22, 34, 46, 16, 34, 28 Mean = 30 Median = 31 Mode = 34
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The median value is used to create a box & Whisker Plot.
Box & Whisker Plots The median value is used to create a box & Whisker Plot.
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Box & Whisker Plots 1st Quartile= median of lower half
2nd Quartile = Median 3rd Quartile = Median of upper half
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Find the Median of the following:
310, 320, 340, 340, 420, 430, 450, 460, 490, 630, 640, 640, 670, 680, 950 Median Median of lower half Median of upper half
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Box & Whisker Plots 1st Quartile= 340 2nd Quartile = 460
950 310 460 640 340 1st Quartile= 340 2nd Quartile = 460 3rd Quartile = 640
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Box & Whisker Plots 950 310 460 640 340 Consider 460, find the percentage of numbers lower than 460. 50 %
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Stem and Leaf Plot The Stem is the Tens digit
The Leaf is the Ones digit Stem Leaf
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Stem and Leaf Plot 310, 320, 340, 340, 420, 430, 450, 460, 490, 630, 640, 640, 670, 680, 950 Construct a Stem & Leaf Plot with the above data.
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Stem and Leaf Plot 9 5 Key: 9 | 5 = 950
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Classwork Do Worksheet 12.6 (1-10) Homework page 655 (1-12)
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