The two are not mutually exclusive; if we knew the relationship between the null point for intelligence and the human average, we could norm the test so that average was defined as 100 and 0 was defined as no intelligence, but we don’t, and if we did that then we would no longer have a definitional standard deviation of 15.
A less misleading way to express IQ scores would be to norm them to 0, to make it clear that they represent deviation above and below the mean and exist without reference to the null point for intelligence.
Do me a favor. Find an instance of a person with a zero or a negative IQ score. Then this will be meaningful.
Such an individual would be rarer than one in twenty billion, as would an individual with IQ over 200.
Such an individual would be rarer than one in twenty billion, as would an individual with IQ over 200.
Multiple such individuals (of the latter category) are on record. I linked originally to a woman with an IQ of 230.
Why, then, have no 0 or negative individuals ever been recorded, if it is purely a question of how far one deviates from the 100 mark?
but we don’t, and if we did that then we would no longer have a definitional standard deviation of 15.
That’s absurd. We would always need a metric standard;; a ‘measuring stick’ against which to determine the units of quantification. That quantification is where the definition of 100 +/- one standard deviation comes from, and why it is useful. This is tiresome: 100 is average, and 0 is non-intelligent, and we do still need the definitional standard of the standard deviation. For the same reason that we also have a specific object that masses one newton. It’s how the quantification is defined.
Or are you going to argue that because we use a class of observations (with error estimates) for mass, that means that an object with zero mass doesn’t have no mass?
0 IQ “means” “no intelligence”. A quotient is a term of quantification. Having a quotient score of zero means said object is quantified at zero.
That’s a way of saying “none”. IQ == 0 “means” “non-intelligent.” They’re synonymous expressions!
Multiple such individuals (of the latter category) are on record. I linked originally to a woman with an IQ of 230.
Such scores have been issued, but are widely regarded as nonsense, and Marilyn Vos Savant’s 200+ score is no longer given credence in the record books. The old formula (mental age divided by chronological age x 100) allowed for a number of individuals with scores over 200, and did not allow for negative scores, but it was flawed in many ways and has been discarded, and no individual has received a score over 200 from a proper application of the IQ test since then.
This is tiresome: 100 is average, and 0 is non-intelligent, and we do still need the definitional standard of the standard deviation. For the same reason that we also have a specific object that masses one newton. It’s how the quantification is defined.
Show me where such a definition is laid out.
Deviation measurements and absolute measurements both serve their purposes, but we don’t have any absolute measurements for intelligence. The IQ test is not and was never intended to be an absolute measurement of intelligence in the way that newtons are a measurement of force. Comparing IQ to temperature, it’s like defining the average particle kinetic energy in a vessel to be 100, with one standard deviation in kinetic energy being 15, without knowing what the temperature inside the vessel is.
The two are not mutually exclusive; if we knew the relationship between the null point for intelligence and the human average, we could norm the test so that average was defined as 100 and 0 was defined as no intelligence, but we don’t, and if we did that then we would no longer have a definitional standard deviation of 15.
A less misleading way to express IQ scores would be to norm them to 0, to make it clear that they represent deviation above and below the mean and exist without reference to the null point for intelligence.
Such an individual would be rarer than one in twenty billion, as would an individual with IQ over 200.
Multiple such individuals (of the latter category) are on record. I linked originally to a woman with an IQ of 230.
Why, then, have no 0 or negative individuals ever been recorded, if it is purely a question of how far one deviates from the 100 mark?
That’s absurd. We would always need a metric standard;; a ‘measuring stick’ against which to determine the units of quantification. That quantification is where the definition of 100 +/- one standard deviation comes from, and why it is useful. This is tiresome: 100 is average, and 0 is non-intelligent, and we do still need the definitional standard of the standard deviation. For the same reason that we also have a specific object that masses one newton. It’s how the quantification is defined.
Or are you going to argue that because we use a class of observations (with error estimates) for mass, that means that an object with zero mass doesn’t have no mass?
0 IQ “means” “no intelligence”. A quotient is a term of quantification. Having a quotient score of zero means said object is quantified at zero.
That’s a way of saying “none”. IQ == 0 “means” “non-intelligent.” They’re synonymous expressions!
Such scores have been issued, but are widely regarded as nonsense, and Marilyn Vos Savant’s 200+ score is no longer given credence in the record books. The old formula (mental age divided by chronological age x 100) allowed for a number of individuals with scores over 200, and did not allow for negative scores, but it was flawed in many ways and has been discarded, and no individual has received a score over 200 from a proper application of the IQ test since then.
Show me where such a definition is laid out.
Deviation measurements and absolute measurements both serve their purposes, but we don’t have any absolute measurements for intelligence. The IQ test is not and was never intended to be an absolute measurement of intelligence in the way that newtons are a measurement of force. Comparing IQ to temperature, it’s like defining the average particle kinetic energy in a vessel to be 100, with one standard deviation in kinetic energy being 15, without knowing what the temperature inside the vessel is.