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Make sure the data is in numerical order.
Range: $701.31
Interquartile Range: $385.66‬
Before we can find the range and interquartile range, let's review the definitions of these terms.
271.04, 279.11, 309.73, 363.38, 409.72 444.74, 603.46, 695.39, 871.96, 972.35
The range is the difference between the greatest and least values. 271.04, 279.11, 309.73, 363.38, 409.72 444.74, 603.46, 695.39, 871.96, 972.35 The difference between $972.35 and $271.04 is $701.31.
To find the interquartile range, we need to find the median of the lower half, the first quartile, and the median of the upper half, the third quartile. Median_L ↓ 271.04,279.11,309.73, 363.38, 409.72 Lower Half Median_U ↓ 444.74, 603.46,695.39, 871.96,972.35 Upper Half The first quartile is $309.73 and the third quartile is $695.39. The difference between the two values is $695.39 - $309.73 = $385.66 .‬ Therefore, the interquartile range is $385.66 .‬