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SCALES OF MEASUREMENT REHABILITATION RESEARCH Broadest definition of measurement is that it is the process by which things are differentiated.1 A narrower definition is that measurement consists of rules for assigning numbers to objects in such a way as to represent quantities of attributes. Real-number system is characterized by order, distance, and origin. 1. Nominal scales have none of the properties of a real number system. 2. Ordinal scales have only one of the three properties of a real number system: order or rank. 3. Interval scales have the real-number system properties of order and distance, but they lack a meaningful origin. 4. Ratio scales exhibit all three components of a real-number system: order, distance, and origin. PHYSIOTHERAPY RESEARCH ]]>
SCALES OF MEASUREMENT REHABILITATION RESEARCH Broadest definition of measurement is that it is the process by which things are differentiated.1 A narrower definition is that measurement consists of rules for assigning numbers to objects in such a way as to represent quantities of attributes. Real-number system is characterized by order, distance, and origin. 1. Nominal scales have none of the properties of a real number system. 2. Ordinal scales have only one of the three properties of a real number system: order or rank. 3. Interval scales have the real-number system properties of order and distance, but they lack a meaningful origin. 4. Ratio scales exhibit all three components of a real-number system: order, distance, and origin. PHYSIOTHERAPY RESEARCH ]]> Tue, 26 May 2020 15:30:52 GMT /slideshow/scales-of-measurement-234592705/234592705 VishnuVijayakumar11@slideshare.net(VishnuVijayakumar11) Scales of Measurement VishnuVijayakumar11 SCALES OF MEASUREMENT REHABILITATION RESEARCH Broadest definition of measurement is that it is the process by which things are differentiated.1 A narrower definition is that measurement consists of rules for assigning numbers to objects in such a way as to represent quantities of attributes. Real-number system is characterized by order, distance, and origin. 1. Nominal scales have none of the properties of a real number system. 2. Ordinal scales have only one of the three properties of a real number system: order or rank. 3. Interval scales have the real-number system properties of order and distance, but they lack a meaningful origin. 4. Ratio scales exhibit all three components of a real-number system: order, distance, and origin. PHYSIOTHERAPY RESEARCH <img style="border:1px solid #C3E6D8;float:right;" alt="" src="https://cdn.slidesharecdn.com/ss_thumbnails/scalesofmeasurement-200526153053-thumbnail.jpg?width=120&amp;height=120&amp;fit=bounds" /><br> SCALES OF MEASUREMENT REHABILITATION RESEARCH Broadest definition of measurement is that it is the process by which things are differentiated.1 A narrower definition is that measurement consists of rules for assigning numbers to objects in such a way as to represent quantities of attributes. Real-number system is characterized by order, distance, and origin. 1. Nominal scales have none of the properties of a real number system. 2. Ordinal scales have only one of the three properties of a real number system: order or rank. 3. Interval scales have the real-number system properties of order and distance, but they lack a meaningful origin. 4. Ratio scales exhibit all three components of a real-number system: order, distance, and origin. PHYSIOTHERAPY RESEARCH
Scales of Measurement from Vishnu Vijayakumar
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