90th percentile response time loadrunner analysis report

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90th percentile Response time Loadrunner analysis report The 90th percentile is the value for which 90% of the data points are smaller. The 90th percentile is a measure of statistical distribution, not unlike the median. The median is the middle value. The median is the value for which 50% of the values were bigger, and 50% smaller. The 90th percentile tells you the value for which 90% of the data points are smaller and 10% are bigger. Statistically, to calculate the 90th percentile value: 1. Sort the transaction instances by their value. 2. Count the total number of transactions (Let that be T). 3. Calculate 90/100 * T = Position (P) 4. This calculated position (P) contains the 90 th percentile value (V). Example: There are certain instances of transaction "t1" with the values 1,3,2,4,5,20,7,8,11,6 (in sec). 1. Sort by value -- 1,2,3,4,5,6,7,8,11,20. 2. Count the total number of transactions; T= 10; 3. Calculate 90/100 * 10 = 9; Here P = 9. 4. Position 9 contains the 90 th percentile value =11; V=11. This 90 th percentile value is considered as the benchmark.

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Page 1: 90th Percentile Response Time Loadrunner Analysis Report

90th percentile Response time Loadrunner analysis report

The 90th percentile is the value for which 90% of the data points are smaller.

The 90th percentile is a measure of statistical distribution, not unlike the median. The median is the middle value. The median is the value for which 50% of the values were bigger, and 50% smaller. The 90th percentile tells you the value for which 90% of the data points are smaller and 10% are bigger.

Statistically, to calculate the 90th percentile value:1. Sort the transaction instances by their value.2. Count the total number of transactions (Let that be T).3. Calculate 90/100 * T = Position (P)4. This calculated position (P) contains the 90th percentile value (V).

Example:There are certain instances of transaction "t1" with the values 1,3,2,4,5,20,7,8,11,6 (in sec).1. Sort by value -- 1,2,3,4,5,6,7,8,11,20.2. Count the total number of transactions; T= 10;3. Calculate 90/100 * 10 = 9; Here P = 9.4. Position 9 contains the 90th percentile value =11; V=11.

This 90th percentile value is considered as the benchmark.