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IQ Score 106 | Average Intelligence

The Wechsler Intelligence Scale classifies an IQ Score of 106 as normal and average intelligence. If you scored 106 on an IQ test, congratulations, you scored better than 65.5% of the general population! However, studies reveal that you can raise your IQ score even higher by as many as 15 IQ points.

The Fluctuation of IQ Scores

Did you know that IQ scores can fluctuate by as many as 15 IQ points? It's true and that means a person who scored 106 on an IQ test could score as high as 121. To raise your IQ score, try the following tips:

For an accurate approximation of your true IQ score, take one of our online IQ tests!

Typical Occupations for an IQ Score of 106

The following types of employment have a mean average IQ of 106:

The IQ range for the professions noted above is in the range of approximately 54 - 130.

IQ Conversion Table

The table below demonstrates a cross reference of your IQ score. For example, an IQ score of 106 received by taking the Standford-Binet can be cross referenced to measure the same score in the Cattell Intelligence Test and the Wechsler Intelligence Tests. GRE and SAT scores can also be converted from an IQ score of 106. Finally, the IQ table gives you the rarity and percentile of your IQ score and it also demonstrates how your IQ score ranks against the general population.

IQ Score of 106 IQ Calculation
Standford-Binet 106
Cattell 109
Wechsler 106
Standard Deviation 0.375
GRE 932
SAT 998
Percentile 64.617
Rarity 3
An IQ Score of 106 is Higher Than 65.5% of the General Population

Many IQ websites just aren't fair. They either grossly inflate your IQ score or they score you too low. Our IQ tests will render your IQ score fairly. Discover your IQ and take one of our IQ tests today.

Recheck your IQ score with our Adult IQ Test.

Tags: IQ Score 106, Average Intelligence, Wechsler Intelligence Scale, normal intelligence, online IQ, IQ test results, accurate, true IQ score, IQ tests, GRE, SAT score, IQ table, percentile, rarity, IQ calculator, Standford-Binet, Cattell, Wechsler, Standard Deviation, Higher, and low.

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