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The results of two measurements are presented. 1. Apply the algorithm for recording the measurement result and write down the measurement results correctly. Find the relative error value for both results. 2. Make a conclusion: In which case the measurement result is more accuracy. Result 1 - XN = 123,84658 [9] A = 0,615489 [9x] Result 2 XN=1235,5000[qx] A = 4,5134 [91

The results of two measurements are presented. 1. Apply the algorithm for recording the measurement result and write down the measurement results correctly. Find the relative error value for both results. 2. Make a conclusion: In which case the measurement result is more accuracy. Result 1 - XN = 123,84658 [9] A = 0,615489 [9x] Result 2 XN=1235,5000[qx] A = 4,5134 [91

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*it's not an exam or test. It was a task for measurement error. I just want to see the method of resolution 

MEASUREMENT ERROR The results of two measurements are presented. 1. Apply the algorithm for recording the measurement result and write down the measurement results correctly. Find the relative error value for bo results. 2. Make a conclusion: In which case the measurement result is more accuracy. Result 1 XN123,84658 [qx] ▲ = 0,615489 [9] Result 2 XN-1235,5000[qx] A = 4,5134 [qx1
Transcribed Image Text:MEASUREMENT ERROR The results of two measurements are presented. 1. Apply the algorithm for recording the measurement result and write down the measurement results correctly. Find the relative error value for bo results. 2. Make a conclusion: In which case the measurement result is more accuracy. Result 1 XN123,84658 [qx] ▲ = 0,615489 [9] Result 2 XN-1235,5000[qx] A = 4,5134 [qx1
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To know the accuracy  of result we need to find percentage  error in each case less will be percentage  error higher the accuracy 

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