# Types of Errors In Measurement Definition

Definition: The difference between the true value and measured value of the quantity is known as an error in measurement. The error in measurement can not be eliminated completely but it can be minimized. there are various types of errors in measurement.

 Calibration Errors

## Types of Errors in Measurement

Base on the nature of errors these are classified into following

### 1) Systematic types of error

Those errors which are confined in unidirectional either positive or negative called systematic errors.

#### Types of systematic errors are categorized into

• Instrumental errors: these errors arise due to defective measuring instruments or defects in the manufacturing design of the device.
• Personal errors: These errors occur in measuring instruments due to the inexperience of the observer or the person who carried out measurements. For example – The observer reads the 81.4ÂºC reading while the actual reading is 31.4CÂº. This happens because of oversights.
• Imperfection: These types of errors arise due to measuring instruments are not found in the perfect mod and some errors occur called imperfection errors

### 2) Random Errors

These types of errors occur irregularly. these errors are also called random errors because of their sign and size. these errors occur due to external causes like temperature, pressure, wind like atmospheric conditions.

### 3) Least Count Error

The smallest or minimum value that can be measured by measuring instrument is called as least count. all the reading measured using measuring instrument are accurate only up to its least count. This error is associated with the resolution of the measuring device and can be minimized using high-resolution instruments. the errors as a whole are called as gross errors.

On the basis of mathematical calculations of measurements, these errors categorized in the following types

• Absolute error: In the measurement of a physical quantity the difference between the true value and individually measured value of the quantity is called absolute error.
• Mean absolute error: The arithmetic mean of absolute errors at all measurement of a quantity is called as mean absolute error.
• Relative error: The ratio of mean absolute error to the mean value of the quantity is called relative error. also called as a fractional error. If this ratio is expressed in % then errors called as a percentage error.