We will consider three types of average, known as the arithmetic mean , the median , and the mode . Each of these averages is a measure of central tendency for the numerical data. TRUE
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What is the mode of the given data: 118, 105, 110, 118, 134, 155, 166, 166, 180 118 & 166
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TRUE Any list of numbers that is arranged in numerical order from smallest to largest or largest to smallest is a ranked list.
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What is the median of the given data: 2, 7, 5, 7, 14 7
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+1
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120 Solve for ∑ │x - │ :
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TRUE The traditional symbol used to indicate a summation is the Greek letter sigma, ∑.
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What is the mean of the given data: 11, 8, 3, 6 , 7
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The range of a set of data value is the difference between the greatest data value and the least data value TRUE
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5.6 Solve for Mean Deviation :
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FALSE-arithmetic mean The arithmetic median is the most commonly used measure of central tendency.
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Find the range of the given data: 80, 86, 87, 90, 95 15
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34 Solve for Range :
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BONUS
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+4
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4 Solve for Mean Deviation :
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TRUE The median is the middle number or the mean of the two middle numbers in a list of numbers that have been arranged in numerical order from smallest to largest or largest to smallest.
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TRUE Mean =
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BONUS
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+2
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4.7 Solve for Mean Deviation :
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-4
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TRUE The mean deviation measures the average deviation of the values from the arithmetic mean. It gives equal weight to the deviation of every observation.
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-4
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BONUS
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+4
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TRUE Mean Deviation for Ungrouped Data (For a Sample) M.D. = Σ|x - x|/n
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TRUE The mean, the median, and the mode are all averages; however, they are generally not equal.
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FALSE-Mode Formula for Grouped Data Mean Formula for G rouped Data:
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TRUE
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+3
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BONUS
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+10
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TRUE The mode of a list of numbers is the number that occurs most frequently.
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+10
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BONUS
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+1
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BONUS
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+5
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FALSE-Median Formula for Grouped Data Median Formula for Ungrouped Data:
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-3
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30 Solve for ∑ │x - │ :
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60 Solve for ∑ │x - │ :
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FALSE-mean The arithmetic mean of a set of numbers is often referred to as simply the mode.