Home › Companies › C2cece77 318d 4d92 854e 3808b8ddeaa4 19000101 000001 › Science Teacher - Gr. 8-12

Science Teacher - Gr. 8-12

C2cece77 318d 4d92 854e 3808b8ddeaa4 19000101 000001 · Dorchester, MA, US, Dorchester, MA · Active · $60,000–$110,444 / year · ADP Workforce Now Recruiting

Job facts

Field	Value
Company	C2cece77 318d 4d92 854e 3808b8ddeaa4 19000101 000001
Title	Science Teacher - Gr. 8-12
Normalized title	-
Department / team	-
Location	Dorchester, MA, United States
Work model	-
Employment type	Full Time
Salary	$60,000–$110,444 / year
Status	active
ATS provider	ADP Workforce Now Recruiting
Posted / first seen	2026-05-26 / 2026-05-31
Changed / last seen	2026-06-06 / 2026-06-06

Related slices

Page	What it contains	Open
Company jobs	Active postings from C2cece77 318d 4d92 854e 3808b8ddeaa4 19000101 000001.	Open
Company breakdowns	Role, location, ATS, and work model facets for this company.	Open
ATS provider jobs	Active postings observed through ADP Workforce Now Recruiting.	Open
Provider filtered search	The same provider as a filtered job collection.	Open
City jobs	Active postings in Dorchester.	Open
Lifecycle events	Open, update, close, and reopen events for this posting.	Open
Original posting	Canonical source or apply URL captured from the ATS.	Open

Linked records

Company	C2cece77 318d 4d92 854e 3808b8ddeaa4 19000101 000001
Source	3c21135e-c288-40f3-a75c-8d42fe46f74d
ATS provider	ADP Workforce Now Recruiting

Description

Job Title : Teacher - Science, Gr 8-12 (SEI Endorsement Required) Supervisor : Principal/Designee Start Date: July 1, 2026 - June 30, 2027 Position: Full-Time, 11 Months Hours : School hours. Supervisor will clarify specific arrival and departure times. Compensation: Codman Academy Charter Public School follows a compensation scale based on years of direct experience. 1 year experience starts at $60,000, with 16 years direct experience starting at $110,444 annually. Position Overview Codman Academy Charter Public School is seeking an Upper School Science Teacher to lead an engaging and rigorous science curriculum aligned with EL Education principles. The ideal candidate will foster inquiry-based learning, critical thinking, and a hands-on approach to science instruction. This role requires an SEI (Sheltered English Immersion) endorsement, ensuring that all students, including English Language Learners (ELLs), receive high-quality science instruction in an inclusive and supportive environment. Key Responsibilities Curriculum & Instruction Develop and implement a standards-aligned high school science curriculum that incorporates inquiry-based learning, hands-on experiments, and real-world applications. Teach courses in Biology, Chemistry, Physics, or Environmental Science, integrating project-based learning and interdisciplinary connections. Differentiate instruction to meet the needs of diverse learners, ensuring accessibility for ELLs and students with disabilities. Incorporate technology, data analysis, and scientific literacy into instruction to enhance student engagement and learning. Student Engagement & Academic Support Foster a classroom environment where students develop critical thinking, problem-solving, and scientific reasoning skills. Utilize formative and summative assessments to measure student progress and inform instruction. Provide targeted support to English Language Learners (ELLs), ensuring equitable access to rigorous science content. Support students in developing science portfolios, participating in research projects, and engaging in STEM-related extracurricular activities. Collaboration & School Engagement Work collaboratively with colleagues to integrate science concepts into other disciplines through EL Education's expeditionary learning model. Participate in professional development and school-wide initiatives to continuously improve instructional practices. Communicate regularly with families to support student growth and success in science learning. Serve as an advisor or mentor to students, supporting their academic and personal development. Qualifications & Experience Required: Bachelor’s degree in Science, Science Education, or a related field (Master’s preferred). Massachusetts teaching certification in Science (9-12). SEI (Sheltered English Immersion) Endorsement required. Experience teaching high school science in an urban school setting. Strong understanding of inquiry-based and student-centered learning. Perform other duties as assigned by the supervisor to support student learning and the overall success of Codman Academy. Preferred: Experience with EL Education or project-based learning. Background in supporting ELLs and students with diverse learning needs. Passion for STEM education and commitment to equity in science education. Salary Range: Based on CACPS scale Why Join Codman Academy? Codman Academy is a mission-driven charter school committed to fostering rigorous academics, character development, and real-world learning experiences. As an Upper School Science Teache r , you will inspire students to think critically, engage in meaningful scientific inquiry, and explore the intersections of science and society. Application Process Interested candidates should submit a resume, cover letter, and references detailing their teaching experience and c ommitment to science edu

Full job record

Job ID	7062d882a04c3ef802ae698dda59677b1a95dd8a
Org ID	a9295d4f-6f5f-4423-868f-013bd18209fd
Source ID	3c21135e-c288-40f3-a75c-8d42fe46f74d
Board ID	3c21135e-c288-40f3-a75c-8d42fe46f74d
Provider	adp_workforcenow
Provider Job Key	541804
Title	Science Teacher - Gr. 8-12
Normalized Title	—
Status	active
Active	yes
Location Text	Dorchester, MA, US, Dorchester, MA
Department	—
Team	—
Employment Type	full_time
Workplace Type	—
Remote Policy	—
Country	United States
Region	MA
City	Dorchester
Salary Raw	60000.00 To 110444.00 (USD) Annually
Salary Min	60,000
Salary Max	110,444
Salary Currency	USD
Salary Period	year
Source URL	https://workforcenow.adp.com/mascsr/default/mdf/recruitment/recruitment.html?cid=c2cece77-318d-4d92-854e-3808b8ddeaa4&ccId=19000101_000001&lang=en_US&type=JS&jobId=541804&jwId=9200907041737_1
Apply URL	https://workforcenow.adp.com/mascsr/default/mdf/recruitment/recruitment.html?cid=c2cece77-318d-4d92-854e-3808b8ddeaa4&ccId=19000101_000001&lang=en_US&type=JS&jobId=541804&jwId=9200907041737_1
First Seen At	2026-05-31 18:27:58Z
Last Seen At	2026-06-06 12:00:31Z
Last Checked At	2026-06-06 12:00:31Z
Last Changed At	2026-06-06 12:00:31Z
Inactive At	—
Source Posted At	2026-05-26 17:20:00Z
Source Updated At	—
Raw Payload Uri	s3://job-postings-prod-raw-590183727216/raw/provider=adp_workforcenow/board=c2cece77-318d-4d92-854e-3808b8ddeaa4\|19000101_000001/date=2026-06-06/2026-06-06T12-00-28-809Z-543a66f6aea8fcc2f0d9793401d83f3697b0b466768e4df012a6131712ee82a6.json

Event Fields

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Parsed Structured

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Extensions

{}

Native Structured

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\" style=\"width: 548px;\" class=\"fr-fic fr-dib\"></p><p dir=\"ltr\" style=\"line-height:1.2;margin-top:0pt;margin-bottom:0pt;\"><span style=\"font-size:12pt;font-family:'Times New Roman',serif;color:#000000;background-color:transparent;font-weight:700;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;\">Job Title</span><span style=\"font-size:12pt;font-family:'Times New Roman',serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;\">: Teacher - Science, Gr 8-12&nbsp; (SEI Endorsement Required)</span></p><p dir=\"ltr\" style=\"line-height:1.2;margin-top:0pt;margin-bottom:0pt;\"><span style=\"font-size:12pt;font-family:'Times New Roman',serif;color:#000000;background-color:transparent;font-weight:700;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;\">Supervisor</span><span style=\"font-size:12pt;font-family:'Times New Roman',serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;\">: Principal/Designee</span></p><p dir=\"ltr\" style=\"line-height:1.2;margin-top:0pt;margin-bottom:0pt;\"><span style=\"font-size:12pt;font-family:'Times New Roman',serif;color:#000000;background-color:transparent;font-weight:700;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;\">Start Date:&nbsp;</span><span style=\"font-size:12pt;font-family:'Times New Roman',serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;\">July 1, 2026 - June 30, 2027</span><span style=\"font-size:12pt;font-family:'Times New Roman',serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;\">&nbsp; &nbsp;</span><span style=\"font-size:12pt;font-family:'Times New Roman',serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;\"><span style=\"white-space:pre;\"> </span></span><span style=\"font-size:12pt;font-family:'Times New Roman',serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;\">&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;&nbsp;</span></p><p dir=\"ltr\" style=\"line-height:1.2;margin-top:0pt;margin-bottom:0pt;\"><span style=\"font-size:12pt;font-family:'Times New Roman',serif;color:#000000;background-color:transparent;font-weight:700;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;\">Position:&nbsp;</span><span style=\"font-size:12pt;font-family:'Times New Roman',serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;\">Full-Time, 11 Months</span><span style=\"font-size:12pt;font-family:'Times New Roman',serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;\"><span style=\"white-space:pre;\"> </span></span></p><p dir=\"ltr\" style=\"line-height:1.2;margin-top:0pt;margin-bottom:0pt;\"><span style=\"font-size:12pt;font-family:'Times New Roman',serif;color:#000000;background-color:transparent;font-weight:700;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;\">Hours</span><span style=\"font-size:12pt;font-family:'Times New Roman',serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;\">: School hours. Supervisor will clarify specific arrival and departure times.</span></p><p dir=\"ltr\" style=\"line-height:1.2;margin-top:0pt;margin-bottom:0pt;\"><strong>Compensation:</strong> Codman Academy Charter Public School follows a compensation scale based on years of direct experience. 1 year experience starts at $60,000, with 16 years direct experience starting at $110,444 annually.</p><p><br></p><p dir=\"ltr\" style=\"line-height:1.2;margin-top:0pt;margin-bottom:4pt;\"><span style=\"font-size:12pt;font-family:'Times New Roman',serif;color:#000000;background-color:transparent;font-weight:700;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;\">Position Overview</span></p><p dir=\"ltr\" style=\"line-height:1.2;margin-top:12pt;margin-bottom:12pt;\"><span style=\"font-size:12pt;font-family:'Times New Roman',serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;\">Codman Academy Charter Public School is seeking an&nbsp;</span><span style=\"font-size:12pt;font-family:'Times New Roman',serif;color:#000000;background-color:transparent;font-weight:700;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;\">Upper School Science Teacher</span><span style=\"font-size:12pt;font-family:'Times New Roman',serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;\">&nbsp;to lead an engaging and rigorous science curriculum aligned with EL Education principles. The ideal candidate will foster inquiry-based learning, critical thinking, and a hands-on approach to science instruction. This role requires an SEI (Sheltered English Immersion) endorsement, ensuring that all students, including English Language Learners (ELLs), receive high-quality science instruction in an inclusive and supportive environment.</span></p><p dir=\"ltr\" style=\"line-height:1.2;text-align: center;margin-top:0pt;margin-bottom:4pt;\"><span style=\"font-size:13.999999999999998pt;font-family:'Times New Roman',serif;color:#000000;background-color:transparent;font-weight:700;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;\">Key Responsibilities</span></p><p dir=\"ltr\" style=\"line-height:1.2;margin-top:14pt;margin-bottom:0pt;\"><span style=\"font-size:12pt;font-family:'Times New Roman',serif;color:#000000;background-color:transparent;font-weight:700;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;\">Curriculum &amp; Instruction</span></p><ul style=\"margin-top:0;margin-bottom:0;padding-inline-start:48px;\"><li dir=\"ltr\" style=\"list-style-type:disc;font-size:12pt;font-family:'Times New Roman',serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;\"><p dir=\"ltr\" style=\"line-height:1.2;margin-top:12pt;margin-bottom:0pt;\"><span style=\"font-size:12pt;font-family:'Times New Roman',serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;\">Develop and implement a standards-aligned high school science curriculum that incorporates inquiry-based learning, hands-on experiments, and real-world applications.</span></p></li><li dir=\"ltr\" style=\"list-style-type:disc;font-size:12pt;font-family:'Times New Roman',serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;\"><p dir=\"ltr\" style=\"line-height:1.2;margin-top:0pt;margin-bottom:0pt;\"><span style=\"font-size:12pt;font-family:'Times New Roman',serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;\">Teach courses in Biology, Chemistry, Physics, or Environmental Science, integrating project-based learning and interdisciplinary connections.</span></p></li><li dir=\"ltr\" style=\"list-style-type:disc;font-size:12pt;font-family:'Times New Roman',serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;\"><p dir=\"ltr\" style=\"line-height:1.2;margin-top:0pt;margin-bottom:0pt;\"><span style=\"font-size:12pt;font-family:'Times New Roman',serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;\">Differentiate instruction to meet the needs of diverse learners, ensuring accessibility for ELLs and students with disabilities.</span></p></li><li dir=\"ltr\" style=\"list-style-type:disc;font-size:12pt;font-family:'Times New Roman',serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;\"><p dir=\"ltr\" style=\"line-height:1.2;margin-top:0pt;margin-bottom:12pt;\"><span style=\"font-size:12pt;font-family:'Times New Roman',serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;\">Incorporate technology, data analysis, and scientific literacy into instruction to enhance student engagement and learning.</span></p></li></ul><p dir=\"ltr\" style=\"line-height:1.2;margin-top:14pt;margin-bottom:0pt;\"><span style=\"font-size:12pt;font-family:'Times New Roman',serif;color:#000000;background-color:transparent;font-weight:700;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;\">Student Engagement &amp; Academic Support</span></p><ul style=\"margin-top:0;margin-bottom:0;padding-inline-start:48px;\"><li dir=\"ltr\" style=\"list-style-type:disc;font-size:12pt;font-family:'Times New Roman',serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;\"><p dir=\"ltr\" style=\"line-height:1.2;margin-top:12pt;margin-bottom:0pt;\"><span style=\"font-size:12pt;font-family:'Times New Roman',serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;\">Foster a classroom environment where students develop critical thinking, problem-solving, and scientific reasoning skills.</span></p></li><li dir=\"ltr\" style=\"list-style-type:disc;font-size:12pt;font-family:'Times New Roman',serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;\"><p dir=\"ltr\" style=\"line-height:1.2;margin-top:0pt;margin-bottom:0pt;\"><span style=\"font-size:12pt;font-family:'Times New Roman',serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;\">Utilize formative and summative assessments to measure student progress and inform instruction.</span></p></li><li dir=\"ltr\" style=\"list-style-type:disc;font-size:12pt;font-family:'Times New Roman',serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;\"><p dir=\"ltr\" style=\"line-height:1.2;margin-top:0pt;margin-bottom:0pt;\"><span style=\"font-size:12pt;font-family:'Times New Roman',serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;\">Provide targeted support to English Language Learners (ELLs), ensuring equitable access to rigorous science content.</span></p></li><li dir=\"ltr\" style=\"list-style-type:disc;font-size:12pt;font-family:'Times New Roman',serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;\"><p dir=\"ltr\" style=\"line-height:1.2;margin-top:0pt;margin-bottom:12pt;\"><span style=\"font-size:12pt;font-family:'Times New Roman',serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;\">Support students in developing science portfolios, participating in research projects, and engaging in STEM-related extracurricular activities.</span></p></li></ul><p dir=\"ltr\" style=\"line-height:1.2;margin-top:14pt;margin-bottom:0pt;\"><span style=\"font-size:12pt;font-family:'Times New Roman',serif;color:#000000;background-color:transparent;font-weight:700;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;\">Collaboration &amp; School Engagement</span></p><ul style=\"margin-top:0;margin-bottom:0;padding-inline-start:48px;\"><li dir=\"ltr\" style=\"list-style-type:disc;font-size:12pt;font-family:'Times New Roman',serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;\"><p dir=\"ltr\" style=\"line-height:1.2;margin-top:12pt;margin-bottom:0pt;\"><span style=\"font-size:12pt;font-family:'Times New Roman',serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;\">Work collaboratively with colleagues to integrate science concepts into other disciplines through EL Education&#39;s expeditionary learning model.</span></p></li><li dir=\"ltr\" style=\"list-style-type:disc;font-size:12pt;font-family:'Times New Roman',serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;\"><p dir=\"ltr\" style=\"line-height:1.2;margin-top:0pt;margin-bottom:0pt;\"><span style=\"font-size:12pt;font-family:'Times New Roman',serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;\">Participate in professional development and school-wide initiatives to continuously improve instructional practices.</span></p></li><li dir=\"ltr\" style=\"list-style-type:disc;font-size:12pt;font-family:'Times New Roman',serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;\"><p dir=\"ltr\" style=\"line-height:1.2;margin-top:0pt;margin-bottom:0pt;\"><span style=\"font-size:12pt;font-family:'Times New Roman',serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;\">Communicate regularly with families to support student growth and success in science learning.</span></p></li><li dir=\"ltr\" style=\"list-style-type:disc;font-size:12pt;font-family:'Times New Roman',serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;\"><p dir=\"ltr\" style=\"line-height:1.2;margin-top:0pt;margin-bottom:12pt;\"><span style=\"font-size:12pt;font-family:'Times New Roman',serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;\">Serve as an advisor or mentor to students, supporting their academic and personal development.</span></p></li></ul><p dir=\"ltr\" style=\"line-height:1.2;margin-top:0pt;margin-bottom:4pt;\"><span style=\"font-size:12pt;font-family:'Times New Roman',serif;color:#000000;background-color:transparent;font-weight:700;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;\">Qualifications &amp; Experience</span></p><p dir=\"ltr\" style=\"line-height:1.2;margin-top:14pt;margin-bottom:0pt;\"><span style=\"font-size:12pt;font-family:'Times New Roman',serif;color:#000000;background-color:transparent;font-weight:700;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;\">Required:</span></p><ul style=\"margin-top:0;margin-bottom:0;padding-inline-start:48px;\"><li dir=\"ltr\" style=\"list-style-type:disc;font-size:12pt;font-family:'Times New Roman',serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;\"><p dir=\"ltr\" style=\"line-height:1.2;margin-top:12pt;margin-bottom:0pt;\"><span style=\"font-size:12pt;font-family:'Times New Roman',serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;\">Bachelor&rsquo;s degree in Science, Science Education, or a related field (Master&rsquo;s preferred).</span></p></li><li dir=\"ltr\" style=\"list-style-type:disc;font-size:12pt;font-family:'Times New Roman',serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;\"><p dir=\"ltr\" style=\"line-height:1.2;margin-top:0pt;margin-bottom:0pt;\"><span style=\"font-size:12pt;font-family:'Times New Roman',serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;\">Massachusetts teaching certification in Science (9-12).</span></p></li><li dir=\"ltr\" style=\"list-style-type:disc;font-size:12pt;font-family:'Times New Roman',serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;\"><p dir=\"ltr\" style=\"line-height:1.2;margin-top:0pt;margin-bottom:0pt;\"><span style=\"font-size:12pt;font-family:'Times New Roman',serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;\">SEI (Sheltered English Immersion) Endorsement required.</span></p></li><li dir=\"ltr\" style=\"list-style-type:disc;font-size:12pt;font-family:'Times New Roman',serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;\"><p dir=\"ltr\" style=\"line-height:1.2;margin-top:0pt;margin-bottom:0pt;\"><span style=\"font-size:12pt;font-family:'Times New Roman',serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;\">Experience teaching high school science in an urban school setting.</span></p></li><li dir=\"ltr\" style=\"list-style-type:disc;font-size:12pt;font-family:'Times New Roman',serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;\"><p dir=\"ltr\" style=\"line-height:1.2;margin-top:0pt;margin-bottom:0pt;\"><span style=\"font-size:12pt;font-family:'Times New Roman',serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;\">Strong understanding of inquiry-based and student-centered learning.</span></p></li><li dir=\"ltr\" style=\"list-style-type:disc;font-size:12pt;font-family:'Times New Roman',serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;\"><p dir=\"ltr\" style=\"line-height:1.2;margin-top:0pt;margin-bottom:12pt;\"><span style=\"font-size:12pt;font-family:'Times New Roman',serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;\">Perform other duties as assigned by the supervisor to support student learning and the overall success of Codman Academy.</span></p></li></ul><p dir=\"ltr\" style=\"line-height:1.2;margin-top:14pt;margin-bottom:0pt;\"><span style=\"font-size:12pt;font-family:'Times New Roman',serif;color:#000000;background-color:transparent;font-weight:700;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;\">Preferred:</span></p><ul style=\"margin-top:0;margin-bottom:0;padding-inline-start:48px;\"><li dir=\"ltr\" style=\"list-style-type:disc;font-size:12pt;font-family:'Times New Roman',serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;\"><p dir=\"ltr\" style=\"line-height:1.2;margin-top:12pt;margin-bottom:0pt;\"><span style=\"font-size:12pt;font-family:'Times New Roman',serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;\">Experience with EL Education or project-based learning.</span></p></li><li dir=\"ltr\" style=\"list-style-type:disc;font-size:12pt;font-family:'Times New Roman',serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;\"><p dir=\"ltr\" style=\"line-height:1.2;margin-top:0pt;margin-bottom:0pt;\"><span style=\"font-size:12pt;font-family:'Times New Roman',serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;\">Background in supporting ELLs and students with diverse learning needs.</span></p></li><li dir=\"ltr\" style=\"list-style-type:disc;font-size:12pt;font-family:'Times New Roman',serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;\"><p dir=\"ltr\" style=\"line-height:1.2;margin-top:0pt;margin-bottom:12pt;\"><span style=\"font-size:12pt;font-family:'Times New Roman',serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;\">Passion for STEM education and commitment to equity in science education.</span></p></li></ul><p dir=\"ltr\" style=\"line-height:1.2;margin-top:0pt;margin-bottom:4pt;\"><span style=\"font-size:12pt;font-family:'Times New Roman',serif;color:#000000;background-color:transparent;font-weight:700;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;\">Salary Range:</span><span style=\"font-size:12pt;font-family:'Times New Roman',serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;\">&nbsp;Based on CACPS scale</span></p><p><br></p><p dir=\"ltr\" style=\"line-height:1.2;margin-top:0pt;margin-bottom:4pt;\"><span style=\"font-size:12pt;font-family:'Times New Roman',serif;color:#000000;background-color:transparent;font-weight:700;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;\">Why Join Codman Academy?</span></p><p dir=\"ltr\" style=\"line-height:1.2;margin-top:12pt;margin-bottom:12pt;\"><span style=\"font-size:12pt;font-family:'Times New Roman',serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;\">Codman Academy is a mission-driven charter school committed to fostering rigorous academics, character development, and real-world learning experiences. As <span style=\"font-size:12pt;font-family:'Times New Roman',serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;\" id=\"isPasted\">an </span><span style=\"font-size:12pt;font-family:'Times New Roman',serif;color:#000000;background-color:transparent;font-weight:700;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;\">Upper School Science Teache</span></span><span style=\"font-size:12pt;font-family:'Times New Roman',serif;color:#000000;background-color:transparent;font-weight:700;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;\">r</span><span style=\"font-size:12pt;font-family:'Times New Roman',serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;\">, you will inspire students to think critically, engage in meaningful scientific inquiry, and explore the intersections of science and society.</span></p><p dir=\"ltr\" style=\"line-height:1.2;margin-top:0pt;margin-bottom:4pt;\"><span style=\"font-size:12pt;font-family:'Times New Roman',serif;color:#000000;background-color:transparent;font-weight:700;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;\">Application Process</span></p><p><span style=\"font-size:12pt;font-family:'Times New Roman',serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;\">Interested candidates should submit a&nbsp;</span><span style=\"font-size:12pt;font-family:'Times New Roman',serif;color:#000000;background-color:transparent;font-weight:700;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;\">resume, cover letter, and references</span><span style=\"font-size:12pt;font-family:'Times New Roman',serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;\">&nbsp;detailing their teaching experience and c</span><span style=\"font-size:11pt;font-family:'Times New Roman',serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;\">ommitment to science edu</span></p></div></div></div></div></div></div>\n",
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