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Educability-and-Group-Differences-1973-by-Arthur-Robert-Jensen

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162 <strong>Educability</strong> <strong>and</strong> <strong>Group</strong> <strong>Differences</strong><br />

must be due entirely to non-genetic factors. Moreover, since our<br />

interest here is in the effects of environmental differences on the<br />

IQs of genetically identical persons, we shall look only at MZ twins<br />

w'ho have been separated early in life <strong>and</strong> have been reared apart.<br />

MZ twins reared apart show larger IQ differences than MZ twins<br />

reared together. Most of the MZ twins reared apart who have<br />

been reported in the world literature on twins <strong>and</strong> on whom IQs<br />

are available are contained in four studies, <strong>by</strong> Burt (1966), Juel-<br />

Nielsen (1965), Newman, Freeman <strong>and</strong> Holzinger (1937), <strong>and</strong><br />

Shields (1962). There are 122 twin pairs in all. I have re-analyzed<br />

the original data from all these published studies of the IQs of<br />

MZ twins reared apart (<strong>Jensen</strong>, 1970a). The essential statistics<br />

are summarized in Table 7.1. The analysis shows that the mean<br />

Table 7.1 Statistics on IQs of MZ twins reared apart (from <strong>Jensen</strong>,<br />

1970a)<br />

Study N (Pairs) Mean IQ SD \d\ SDW ri r,i<br />

Burt 53 97-7 14-8 5-96 4-44 0-88 0-88<br />

Shields 38 93-0 13-4 6-72 5-80 0-78 0-84<br />

Newman et al. 19 95-7 13-0 8-21 6-65 0-67 0-76<br />

Juel-Nielsen 12 106-8 9-0 6-46 3-22 0-68 0-86<br />

Combined 122 96-8 14-2 6-60 5-20 0-82 0-85<br />

Tests: Burt - ‘final assessments’, a composite score of two or more verbal<br />

<strong>and</strong> non-verbal group <strong>and</strong> individual intelligence tests scaled to a<br />

population mean = 100, SD = 15; Shields - composite of the Mill<br />

Hill Vocabulary Test <strong>and</strong> the Domino D-48 (non-verbal reasoning)<br />

Test; Newman et al. - Stanford-Binet (1916); Juel-Nielsen - Danish<br />

adaptation of the Wechsler-Bellevue (Form I).<br />

\d\ = mean absolute difference between co-twins<br />

r. I = intraclass correlation<br />

rd = correlation based on the twin differences, i.e.,<br />

r‘ =1_(§<br />

where \dp\ = mean absolute difference between all possible paired<br />

comparisons in the general population<br />

, 2

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