132 iq percentile
[DOC File]BIOMETRIC/IQ READY RECKONER
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2) To transform IQ’s below 100 to an equivalent biometic, use: (X-100) divided by 16, times 11, plus 250, where X is the person’s IQ score - IQ 100, divided by 16 SD, times factor 11, plus 250 biometric. Round the answer to the nearest whole number. Example: Linda, who is in a special class for the slow learner, has an IQ of 85. Thus,
Calculate the General Ability Sum of Scaled Scores
The GAI can be used in Aptitude-Achievement Discrepancy Tables in place of the WISC IV Full Scale IQ if GAI is at least 7 points greater than the WISC IV Full Scale IQ. ... GAI Percentile. Rank. Confidence Level ... 117–129 27 61 0.5 58–67 57–68 82 126 96 120–130 119–131 28 63 1 60–69 59–70 83 127 96 121–131 120–132 29 64 1 61 ...
[DOC File]Recall:
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Jessica is a 12-year-old and has an IQ score of 132.We would like to determine the proportion of 12-year olds that have IQ scores less than Jessica’s score of 132. Since the area under the density curve corresponds to proportion, we want to find the area to the left of 132 under an N(100, 16) curve.
[DOCX File]Gifted and Talented and Accelerated Programs
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Students who score in the 97th percentile and above are identified as GATE students and parents are sent notification in March. ... Students who have a full-scale IQ score of 130 on the Wechsler or full-scale IQ score of 132 on the Stanford-Binet test assessed by a licensed psychologist can be identified as gifted.
[DOCX File]Western Michigan University
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Standard Score and Percentile Problems. ... Assuming a population mean of 100 and a population standard deviation of 15 for IQ scores, what percentage of the population would be expected to have IQ scores: ... 100 10 132 +3.20 99.93. 50 4 57 +1.75. 95.99. 50 4 48 -0.50 30.85 -5 2 -3 +1.00 84.13 ...
[DOC File]WordPress.com
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c) About what percent of people should have IQ scores above 116? d) About what percent of people should have IQ scores between 68 and 84? e) About what percent of people should have IQ scores above 132? f) What IQ score is at the 95th percentile? g) What IQ would you consider to be unusually high? Explain your answer.
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