Scales of Measurement - Nominal, Ordinal, Interval, & Ratio Scale Data

[@TheOrganicChemistryTutor]

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Hi i'm just learning this topic. I'm asking myself three questions in this order to find out: 1)Can you put it in order? No -> Nominal 2)If Yes->Does the difference have meaning and can be measured? No->Ordinal 3)If Yes->Does multiplying the value by 2x give you something truly 2x bigger? If yes -> Ratio If No -> Interval

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Your explanation helped me clear the confusion I had with the terms (especially interval and ratio). Thank you for this video! I also did well on my exam regarding this topic because of your help!

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Dang son. This is great. I was really struggling with the differences between interval, ratio, and ordinal. Thanks so much.

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This guy literally is getting an entire generation through school. His value does not fit any of those measurements

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I was a bit confused by the temperature example, specifically why 60 degrees is not twice as much as 30 degrees, but I understood everything else. Great video and thanks for the upload!

[@quentinm.williams9]

because there is no true zero point when recording temperature which means that it can fall below zero. so technically 60 degrees is not 2 times as hot as 30. that would be like say 2 degrees is 2 times as hot as 1 but we can't measure that because temperature doesn't have a definitive zero point

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​@@quentinm.williams9now I understand I have been finding clues as to how but I realize, in interval variable Zero is not meaningful

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[@joeljoseph26]

One thing to rectify, at 9:20 Marks/grades are always quantitative data and not ratio scale data. Only if grades are given in alphabets then it’s ordinal data. One example of ratio data scale could be currency value.

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thanks for this summarized points, i have a question though, what do u mean by all the scales are "labelled"?

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