This app calculates IQ based on test results.
Test takers should plan for an appropriate amount of time to complete the test. Since each test contains 200 questions, allowing 30 seconds for each answer means more than 1.5 hours. More difficult tests require more in-depth consideration of the questions and will require increasingly more time.
IQ stands for Intelligence Quotient.
IQ has been originally created as a score that aims to measure a person's intellectual abilities compared to others of the same age.
Historically IQ was calculated using this formula:
IQ = (Mental Age ÷ Chronological Age) × 100
For example, if a 10-year-old child performed like an average 12-year-old, their IQ was:
(12 ÷ 10) × 100 = 120
Modern IQ is no longer a quotient. Modern IQ tests use standardized scoring based on a large population sample. The scores are adjusted so that the average is always 100.
IQ is calculated using standardized scores based on population norms.
Scores follow a normal distribution with a mean of 100 and a standard deviation of 15. An average IQ score is set at 100. Most people score between 85 and 115. Scores above or below this range can indicate higher or lower than average intelligence, respectively.
IQ tests usually assess:
IQ is just one way to understand intelligence and doesn’t measure creativity, emotional intelligence, or practical skills.
IQ can be assessed at any age:
Tests are tailored to the age group, and scores reflect performance relative to peers of the same age.
Other IQ tests include:
Persons taking the IQcalculator tests answer 200 questions. The IQcalculator's questions cover general knowledge and areas such as logical reasoning, verbal skills, math, patterns, and some others. Therefore IQcalculator compares intelligence in these covered areas.
IQcalculator uses a Z-score method. The Z-score method compares the current test score to the average performance of all reference test-takers from the norm group.
Z-score formula:
Z = (X − μ) / σ
where:
X
: The score of the current test-takerμ
: Mean score of all reference test-takers from the norm group = 120σ
: Standard deviation of the results of all reference test-takers from the norm group = 20This Z-score is then converted to an IQ score using:
IQ = 100 + (Z × 15)
where:
100
: The average IQ15
: The standard deviation of the IQ scaleA norm group is the sample population that was used to create the scoring standard for the test. Test-takers’ raw scores are compared to this group to calculate standardized scores like IQ.
Tests have different Norm gropus: Test 1 - Norm group - adults, Test 2 - Norm group - university students and graduates, Test 3 - Norm group - office workers, Test 4 - Norm group - managers, Test 5 - Norm group - scientists.
Each norm group contains people aged 18 to 65.
The tests use questions at 5 levels of difficulty: (1) easy, (2) medium, (3) hard, (4) very hard, and (5) extremely hard.
Test 1 contains mostly easy questions and a small portion of medium, hard, and very hard questions. Subsequent tests contain an increasing portion of questions at a higher level of difficulty. Test 5 contains mainly questions of very hard and extremely hard difficulty levels.
Test questions are displayed from easiest to most difficult.
A score of 100 on IQ tests numbered 2 through 5 indicates an average score in the norm group. For example, a score of 100 on test 2 indicates an average IQ compared to university students and graduates. A score of 105 on test 3 indicates an IQ slightly higher than the average score achieved by office workers.