High School

Five-year-old Jackson has an IQ of 120 on the original version of the Stanford-Binet. What is his mental age?

Answer :

His mental
age is 6
. Mental age is a concept that refers to the level of
intelligence of the person compared to the average intellectual
performance in an age group. The scores are considered
average when the score is between 90 and 110, if they exceed this value
it is considered that the person has an intelligence superior to their
age group, so their mental age is greater than their biological age.

I hope my answer can help you.

Final answer:

Five-year-old Jackson has an IQ of 120 which corresponds to a mental age of 6 years old, according to the Stanford-Binet IQ test.

Explanation:

The Stanford-Binet test measures intelligence and mental age. In this IQ test, a ratio of mental age to chronological age is calculated and then multiplied by 100 to get the IQ score. Therefore, having an IQ score indicates that the child's mental age is proportionate to his IQ in relation to a standard average.

Using the formula for the original Stanford-Binet IQ test, IQ = (Mental Age/Chronological Age) x 100, we can calculate Jackson's mental age. Given that Jackson's IQ is 120, and his chronological age is 5 years old, we can rearrange our formula to find his mental age: Mental Age = (IQ x Chronological Age) / 100. Plugging in Jackson's IQ and age, we find Mental Age = (120 x 5) / 100, therefore, Jackson's mental age is calculated to be 6 years old.

Learn more about IQ and Mental Age here:

https://brainly.com/question/19131213

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