An IQ of 132 sits in the very high range, around the 98.36th percentile. Here is what that means, and what it does not.
Reference score
132
Percentile
98.36%
At or above
1 in 61
Reference scale
100 mean / 15 SD
Prepared by IQInsight · Calculation guide · Updated
132 and 130 look similar after rounding, but their upper tails differ.
A score of 132 is 32 points above 100, or about 2.13 standard deviations. Its model percentile is approximately 98.36, leaving about 1.64% at or above it. Rounded to whole percentiles, both 130 and 132 may be described as the 98th percentile. The rounded labels conceal information.
At 130 the upper tail is about 2.28%; at 132 it is about 1.64%. These correspond to roughly one in 44 and one in 61. Compare the unrounded probabilities before making statements about rarity. Neither reciprocal tells you that someone is a certain multiple more capable than someone else.
How the percentile is calculated.
The reference uses a mean of 100 and a standard deviation of 15. First convert the score to a z-score, then find the area below it on the standard normal curve.
Theoretical normal distribution. Mean 100, standard deviation 15. This does not measure your IQ or compare you with IQInsight users.
Put the number in perspective.
In a normal distribution with mean 100 and standard deviation 15, about 1.64% of scores fall at or above 132. That is approximately one in 61. The figure describes the reference model; it is not a count of people we have tested.
The quality of the test matters.
A number alone does not show how accurately it was measured. An established, professionally administered test has supporting evidence and defined interpretation rules. An online exercise without representative norms cannot establish the same conclusions.
Nearby scores on the same scale.
Theoretical percentiles, mean 100 and standard deviation 15
The comparison with 130 helps explain the shrinking upper tail, but does not tell you that two people differ in a useful skill. If you are interpreting an actual report, read its uncertainty and domain information rather than using rarity as a capability ranking.
A score alone cannot tell you how a person thinks through a problem. This published sample illustrates a reasoning method; it is not calibrated to a 132 IQ level and does not predict a score.
Every club member plays chess. Some chess players compete nationally. What can be concluded about whether any club members compete nationally?
A. All club members must compete nationally
B. At least one club member must compete nationally
C. No club members can compete nationally
D. It cannot be determined
Reveal the answer and reasoning
Answer: It cannot be determined. National competitors could all be outside the club, or could include club members. Both arrangements satisfy the premises.
Check an alternative: All club members must compete nationally. The national competitors need not include every member of the club.
Try this approach. Try to construct a counterexample before deciding that an overlap is guaranteed.
This is one of our public sample questions. Seeing the solution may make a future attempt more familiar. Explore the sample report to see how answers are explained.
A few things you might be wondering.
Clear answers, before you begin.
Why does one guide say “98th percentile” and another say “top 1.6%”?+
They can be two descriptions of the same model position using different rounding. At 132, about 98.36% is below and 1.64% is at or above. Use sufficient decimal places when comparing nearby scores.
Is 132 a good IQ score?+
On a theoretical scale with mean 100 and standard deviation 15, 132 is in the very high range, around the 98.36th percentile. Whether a particular test result supports that interpretation depends on the quality and standardization of that test.
How rare is an IQ of 132?+
Under that normal-distribution model, about 1.64% of values are at or above 132, approximately 1 in 61. This is a mathematical reference, not observed IQInsight user data.
Does this number describe all of my abilities?+
No. IQ scores do not describe every skill, interest, quality or circumstance. A score on an unstandardized online exercise is especially limited and should not be treated as a diagnosis or a prediction of personal success.
Can I compare scores from different tests?+
Only with care. Tests can differ in norms, scales, questions, administration and reliability. Similar-looking numbers are not necessarily equivalent measurements.
Can I get my result without paying?+
Yes. IQInsight is designed to provide the estimated score, theoretical percentile and all four domain breakdowns for free. The optional report explains the answers in more detail.
