Error Analysis|Absolute Error#!#Relative Error and Percentage Error#!#Error of Some or Difference

Accuracy & Precision |Errors|Errors Analysis|Absolute Errors |Mean Absolute Error |Relative & Percentage Errors |Exercise Questions

Explain relative error

Absolute error; relative error and percentage error and Geometric meaning of differentials and algorithm

Types Of Errors|Absolute Error|Mean Absolute Error|Relative Error & Percantage Error|Questions

Explain absolute error

Following observations were taken with a vernier callipers while measuring the length of a cylinder : 3.29 cm,3.28 cm,3.31 cm,3.28 cm,3.27 cm,3.29 cm,3.20 cm . Then find : (a) Most accurate length of the cylinder (b) Absolute error in each observation (c) Mean absolute error (d) Relative error (e) Percentage error Express the result in terms absolute error and percentage error.

Integration By Parts|| Product Rule OF Integration||Measurement And Error|| Absolute Error|| Friction error|| Percentage Error|| Discussion-Sheet Section-1||Homework-4

Integration By Parts|| Product Rule OF Integration||Measurement And Error|| Absolute Error|| Friction error|| Percentage Error|| Discussion-Sheet Section-1||Homework-4

Errors|Errors Analysis|Absolute Errors |Exercise Questions |Accuracy & Precision |Mean Absolute Error |Relative & Percentage Errors

In an experiment the refractive index of glass was observed to be 1.45 , 1.56 , 1.54 , 1.44 , 1.54 , and 1.53 . Calculate (a). Mean value of refractive index (b). Mean absolute error ( c ) Fractional error (d) Percentage error (e) Express the result in terms of absolute error and percentage error