Teacher - Mathematics

Ellenbrook Secondary College · Ellenbrook, WA

Employment

Full time, Permanent

Subject

Mathematics

Sector

Government

School type

Secondary

Closing date

15 May 2026

41 days remaining

Posted 4 Apr 2026

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About Ellenbrook Secondary College

Enrolment

1,442

Total students

51%

Boys

49%

Girls

Staffing

96.4

Teaching FTE

51.8

Non-teaching FTE

ICSEA

968

ICSEA value

33rd percentile · Average SES

Diversity

36%

EAL/D Background

11%

Indigenous students

Source: ACARA My School data

Role description


This is a permanent full-time position commencing Term 3, 2026

Ellenbrook Secondary College is a co-educational school serving Years 7 to 12. The College was built in 2007 and seeks to support and encourage children by fostering a sense of self-worth, respect and confidence. This comes from setting high standards for achievement and having caring, knowledgeable staff that support children to reach their goals, both academically and personally. The College believes quality educators are the foundation on which a school is built.

Our diverse learning pathways include Australian Tertiary Admission Rank (ATAR) courses, an award-winning Vocational Education and Training (VET) program, and specialist music and sports programs. Our Gifted and Talented (GAT) Secondary Selective Academic Program challenges high-achieving students, while a strong emphasis on Science, Technology, Engineering, and Mathematics (STEM) equips learners with problem-solving and critical-thinking skills.

Find out more about our school by visiting ellenbrooksc.wa.edu.au or Schools Online

The Role

The successful applicant should ideally be motivated, possess the ability to teach a range of Secondary Mathematics and be knowledgeable of the new Western Australian Curriculum. Capacity to, or experience in, teaching Mathematics to a Year 12 ATAR level is desirable.

As a Mathematics Teacher, you will ideally deliver a differentiated curriculum which meets the needs of all students and have an expectation that all students can reach their potential. Ideally, you will aspire for academic excellence and be committed to high…

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