Back to Results
First PageMeta Content
Bimodal distribution / Non-parametric statistics / Data analysis / Mixture distribution / Unimodality / Histogram / Mode / Normal distribution / Standard deviation / Statistics / Probability distributions / Summary statistics


Teacher’s Corner Is Human Height Bimodal? Mark F. SCHILLING, Ann E. WATKINS, and William WATKINS The combined distribution of heights of men and women has become the canonical illustration of bimodality when teaching
Add to Reading List

Document Date: 2007-08-31 13:03:37


Open Document

File Size: 861,54 KB

Share Result on Facebook

City

Belmont / Primer / Saville / Hyattsville / London / New York / /

Company

NHANES / Pearson / The Hartford Courant / McGraw-Hill / /

Country

United States / /

Currency

cent / /

/

Facility

University of Connecticut / California State University / Kobe University / University of California at Davis / /

NaturalFeature

San Francisco Bay / New Heights / /

Organization

U.S. Department of Health and Human Services / National Center for Health Statistics / Third National Health and Nutrition Examination Survey / University of California / U. S. Census Bureau / California State University / Northridge / University of Connecticut / U.S. National Center for Health Statistics / Department of Mathematics / Royal Statistical Society of London / United States National Center for Health Statistics / Kobe University / Centers for Disease Control and Prevention / /

Person

William Watkins / Springer / Ann E. Watkins / Deborah Nolan / Linda Strausbaugh / Mark F. Schilling / Rebecca Walker / /

Position

Statistician / D. J. / Teacher / Professor / foot228 Teacher / means and stan226 Teacher / /

ProvinceOrState

California / New York / Connecticut / /

PublishedMedium

The American Statistician / the American Mathematical Monthly / The Hartford Courant / American Mathematical Monthly / /

RadioStation

Wood 1996 / /

TVStation

Wand / /

SocialTag