National Academy of Sciences | 150 Year Anniversary

Questions? Call 800-624-6242

| Items in cart [0]

The National Academies Press

HARDBACK
price:$37.95
add to cart

Rights & Permissions

topleft topright

Eager to Learn: Educating Our Preschoolers (2000)
Board on Behavioral, Cognitive, and Sensory Sciences (BBCSS)

Citation Manager

. "3 The Importance of Individual and Cultural Variations." Eager to Learn: Educating Our Preschoolers. Washington, DC: The National Academies Press, 2000.

Please select a format:

BibTeX EndNote RefMan


Page
76
bottomleft bottomright

The following HTML text is provided to enhance online readability. Many aspects of typography translate only awkwardly to HTML. Please use the page image as the authoritative form to ensure accuracy.


Eager to Learn: Educating our Preschoolers

 

Reading

Characteristic

Not at All

1–2

3–6

Every Day

Hispanic

3

27

31

39

Hawaiian Native/Pacific Islander

*

19

35

45

American Indian/Alaska Native

3

33

25

40

More than one race, non-Hispanic

*

15

42

43

Child’s Race/Ethnicity by Maternal Education

High school diploma/equivalent or more

White, non-Hispanic

*

12

38

50

Black, non-Hispanic

1

29

35

35

Asian

1

21

29

49

Hispanic

2

22

34

42

Less than high school diploma or equivalent

White, non-Hispanic

3

25

30

43

Black, non-Hispanic

4

41

23

32

Asian

4

35

26

34

Hispanic

5

36

26

33

NOTES: Estimates based on first-time kindergartners. Percentages may not sum to 100 due to rounding.

*less than 0.5 percent.

mathematics, just as they are predisposed to learn language (Gelman and Gallistel, 1978; National Research Council, 1999). As with language, however, there is variability in the rate at which an understanding of early mathematical knowledge and concepts is acquired. These early concepts and skills include the recognition of shape and size and eventually pattern, the ability to count verbally (first forward and later backward), the recognition of numerals, and the ability to identify quantity from a very general level (more and less) to a specific level requiring the mastery of one-to-one correspondence (e.g., knowing which group has four and which has five). Case et al. (1999) argue that in acquiring early mathematical concepts, young children create a mental number line and come to understand that movement forward and backward along the cardinal numbers on that line represents a

Page
76