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

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

SE2 = * Tmz /(^ + tmz)2 + (1+rpz)2<br />

1 ~ rnz V N<br />

where rMZ <strong>and</strong> rDZ are the MZ <strong>and</strong> DZ twin correlations <strong>and</strong> N is<br />

the total number of twin pairs (MZ+DZ pairs).<br />

20. It is not entirely clear if Lederberg extends this alienation hypothesis<br />

also to IQ <strong>and</strong> other ability differences. He writes:<br />

‘intelligence’ undoubtedly does have a very large <strong>and</strong> relatively<br />

simple genetic component. In fact, the genes are all too visible:<br />

they control the color of the skin. In our present milieu, these<br />

genes may lead a student with the highest intellectual potential to<br />

turn his back on the hard work of learning physics, chemistry,<br />

<strong>and</strong> mathematics (which will measure out as intelligence <strong>by</strong><br />

middle-class st<strong>and</strong>ards) in favor of black studies that he hopes<br />

may meet his more urgent needs in other spheres. (Lederberg,<br />

1969, p. 612)<br />

21. The degree of assortative mating in any single generation affects<br />

the total genetic variance in the population; positive assortative<br />

mating increases the total genetic variance. The degree of assortative<br />

mating, however, does not influence the within-family variance<br />

(i.e., the difference among full siblings) in any one generation, so<br />

that the proportion of within-family genetic variance is decreased<br />

<strong>by</strong> positive assortative mating <strong>and</strong> the correlation among siblings<br />

is increased. The additive genetic variance within families is<br />

strictly a function of the heterozygosity (i.e., number of pairs of<br />

dissimilar alleles) of each of the parents <strong>and</strong> not of their genotypic<br />

similarity or dissimilarity. However, within-family genetic variance<br />

for polygenic traits may be decreased after continued assortative<br />

mating for several generations. (For a good discussion of the<br />

quantitative genetics of assortative mating, see Crow <strong>and</strong> Felsenstein,<br />

1968.)<br />

22. Sitgreaves assumes h1 = 0-80 in both populations, <strong>and</strong> assumes a<br />

true-score phenotypic variance for IQ of 200, so that (0-80) (200) =<br />

160 as the genetic variance (VG) in each group.<br />

23. It is not clear why Sitgreaves refers specifically to Negroes in the<br />

South - perhaps to emphasize environmental disadvantages - but<br />

the fact is that 15 IQ points is an underestimate of this group’s<br />

deviation from the white national mean of 100. The best estimate<br />

of Stanford-Binet IQ in Negro school children in the South gives a<br />

mean of 80-7, SD = 12-4 (Kennedy, Van De Reit, & White, 1963).<br />

24. Light <strong>and</strong> Smith obtain this 1 percent interaction <strong>by</strong> noting that<br />

the median correlation between identical twins reared apart is 0-75,

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