Sunset, TX Historical School Enrollment Data
ACS 2010-2014 data
Total population: 293
Sunset, TX | Texas | U.S. | |||||
Total | Public | Private | Public | Private | Public | Private | |
Elementary School (Grades 1-8) | 13 | 100.00%, see rank | 0.00%, see rank | 93.58% | 6.42% | 89.86% | 10.14% |
High School (Grades 9-12) | 12 | 100.00%, see rank | 0.00%, see rank | 93.90% | 6.10% | 90.60% | 9.40% |
College | 9 | 100.00%, see rank | 0.00%, see rank | 85.12% | 14.88% | 78.37% | 21.63% |
ACS 2008-2012 data
Total population: 323
Sunset, TX | Texas | U.S. | |||||
Total | Public | Private | Public | Private | Public | Private | |
Elementary School (Grades 1-8) | 50 | 100.00%, see rank | 0.00%, see rank | 93.65% | 6.35% | 89.62% | 10.38% |
High School (Grades 9-12) | 7 | 100.00%, see rank | 0.00%, see rank | 93.96% | 6.04% | 90.52% | 9.48% |
College | 9 | 100.00%, see rank | 0.00%, see rank | 84.76% | 15.24% | 77.79% | 22.21% |
ACS 2006-2010 data
Total population: 577
Sunset, TX | Texas | U.S. | |||||
Total | Public | Private | Public | Private | Public | Private | |
Elementary School (Grades 1-8) | 81 | 100.00%, see rank | 0.00%, see rank | 93.40% | 6.60% | 89.31% | 10.69% |
High School (Grades 9-12) | 36 | 100.00%, see rank | 0.00%, see rank | 94.01% | 5.99% | 90.48% | 9.52% |
College | 24 | 100.00%, see rank | 0.00%, see rank | 84.32% | 15.68% | 77.07% | 22.93% |
US Census 2000 data
Total population: 339
Sunset, TX | Texas | U.S. | |||||
Total | Public | Private | Public | Private | Public | Private | |
Elementary School (Grades 1-8) | 35 | 100.00%, see rank | 0.00%, see rank | 93.23% | 6.77% | 89.11% | 10.89% |
High School (Grades 9-12) | 27 | 100.00%, see rank | 0.00%, see rank | 93.79% | 6.21% | 90.65% | 9.35% |
College | 9 | 77.78%, see rank | 22.22%, see rank | 84.55% | 15.45% | 77.59% | 22.41% |
Graduate School | 1 | 100.00%, see rank | 0.00%, see rank | 72.43% | 27.57% | 60.73% | 39.27% |
* 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.