North Branford School District Historical Race Data
ACS 2010-2014 data
Total population: 14,387
White: | 13,833 (96.15%, see rank) | Black: | 154 (1.07%, see rank) | Hispanic: | 365 (2.54%, see rank) | Asian: | 217 (1.51%, see rank) | Native (American Indian, Alaska Native, Hawaiian Native, etc.): | 1 (0.01%, see rank) | One Race, Other: | 27 (0.19%, see rank) | Two or More Races: | 155 (1.08%, see rank) |
Asian Population | |
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US Census 2010 data
Total population: 14,407
White: | 13,758 (95.50%, see rank) | Black: | 191 (1.33%, see rank) | Hispanic: | 421 (2.92%, see rank) | Asian: | 227 (1.58%, see rank) | Native (American Indian, Alaska Native, Hawaiian Native, etc.): | 19 (0.13%, see rank) | One Race, Other: | 70 (0.49%, see rank) | Two or More Races: | 142 (0.99%, see rank) |
Asian Population | |
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ACS 2008-2012 data
Total population: 14,369
White: | 13,724 (95.51%, see rank) | Black: | 225 (1.57%, see rank) | Hispanic: | 125 (0.87%, see rank) | Asian: | 114 (0.79%, see rank) | Native (American Indian, Alaska Native, Hawaiian Native, etc.): | 84 (0.58%, see rank) | One Race, Other: | 33 (0.23%, see rank) | Two or More Races: | 189 (1.32%, see rank) |
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ACS 2006-2010 data
Total population: 14,331
White: | 13,647 (95.23%, see rank) | Black: | 165 (1.15%, see rank) | Hispanic: | 226 (1.58%, see rank) | Asian: | 194 (1.35%, see rank) | Native (American Indian, Alaska Native, Hawaiian Native, etc.): | 69 (0.48%, see rank) | One Race, Other: | 182 (1.27%, see rank) | Two or More Races: | 74 (0.52%, see rank) |
Asian Population | |
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ACS 2005-2009 data
Total population: 14,352
White: | 13,719 (95.59%, see rank) | Black: | 161 (1.12%, see rank) | Hispanic: | 264 (1.84%, see rank) | Asian: | 183 (1.28%, see rank) | Native (American Indian, Alaska Native, Hawaiian Native, etc.): | 49 (0.34%, see rank) | One Race, Other: | 211 (1.47%, see rank) | Two or More Races: | 29 (0.20%, see rank) |
Asian Population | |
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* ACS stands for U.S. Census American Community Survey. According to the U.S. Census, if the date is a range, you can interpret the data as an average of the period of time.