Principal Patricia Clark-Jeter Faculty 58.7 FTEs Number of students 686 (2014–2015) | Vice principal Richard McNanna Grades 9–12 Colors White, Columbia blue | |
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Type Vocational public high school School district Essex County Vocational Technical Schools District Essex County Vocational Technical Schools | ||
North 13th street tech vo high 08 graduation
North 13th Street Tech is a regional public high school located in Newark, that offers occupational and academic instruction for students in Essex County, New Jersey, United States, serving students in ninth through twelfth grades as part of the Essex County Vocational Technical Schools.
Contents
- North 13th street tech vo high 08 graduation
- North 13th street tech vs dayton high
- Awards recognition and rankings
- Athletics
- Administration
- References
As of the 2014-15 school year, the school had an enrollment of 686 students and 58.7 classroom teachers (on an FTE basis), for a student–teacher ratio of 11.7:1. There were 500 students (72.9% of enrollment) eligible for free lunch and 93 (13.6% of students) eligible for reduced-cost lunch.
North 13th street tech vs dayton high
Awards, recognition and rankings
Schooldigger.com ranked the school as 134th out of 389 public high schools statewide in its 2012 rankings (an increase of 118 positions from the previous ranking) which were based on the combined percentage of students classified as proficient or above proficient on the language arts literacy (83.5%) and mathematics (99.3%) components of the High School Proficiency Assessment (HSPA).
Athletics
The North 13th Street Tech Cougars compete in the Super Essex Conference, under the jurisdiction of the New Jersey State Interscholastic Athletic Association (NJSIAA). With 538 students in grades 10-12, the school was classified by the NJSIAA for the 2014–15 school year as North II, Group II for most athletic competition purposes, which included schools with an enrollment of 508 to 770 students in that grade range.
Administration
Core members of the school's administration are: