Computer Integrated assessment. Computer integrated assessment Tabulating and graphing of test data.

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Presentation transcript:

Computer Integrated assessment

Computer integrated assessment Tabulating and graphing of test data

Tabulating of data Graphing of data

Tabulating of data Reason for tabulating Listing Simple frequency distribution Tabulating & Graphing Grouped frequency distribution

Reason for tabulating data To make sense of data Can you make sense of this data? Tabulating

One way to tabulate data. List data in an ascending sequence. List data in a descending sequence. Listing of data Ascending sequenceDescending sequence Tabulating

Simple frequency distribution XfXfXfXfXfXf Tabulating

Grouped frequency distribution Step 1: Determine the range of scores R = highest score - lowest score R = 96 – 27 = 69 Step 2: Determine number of intervals Step 3: Divide the range by the number of intervals and round to an odd number i = R = 69/10 = 6,9 (7) number of intervals Step 4: Construct the interval column Step 5: Construct the frequency column Tabulating

Grouped frequency distribution Lower limit (LL) Upper limit (UP) Highest score; eliminate intervals above Lowest score; eliminate intervals belowIntervals 91 – – – – – – – – – Lower limit is a multiple of the interval width. Upper limit is one point less than the lower limit of the next interval. Interval column Step 4: Construct the interval column Tabulating

IntervalTallyf Frequency with Excel Step 5: Construct the frequency column Grouped frequency distribution

Graphing of test data The histogram The frequency polygon The cumulative frequency polygon Tabulating & Graphing

The histogram The histogram is based on the grouped frequency distribution. Intervalf f Interval Histogram of test scoresGrouped frequency distribution Graphing

The frequency polygon The graph is straight line connecting the midpoint of each interval. Midpoint Frequency polygon of test scoresGrouped frequency distribution IntervalMidpointf Midpoint (MP) = LL + UL 2 f Graphing

The cumulative frequency polygon The cumulative frequency polygon is based on the cumulative frequency distribution. IntervalMidpointfcf Cumulative frequency distribution Cumulative frequency polygon (OGIVE) Upper level cf GraphingAlternative tutorial