Welcome to Mr. Tedone's Wonderful World of Mathematics!![](data:image/png;base64,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)
I have your kids in either Algebra 2 H, Pre-Calculus A or H. Please take a minute to view my website. Feel free to contact me at jtedone@wlps.org or 292-5841 with any questions or concerns.
Mission Statement/Vision/Behaviors
A. Mission Statement:
I believe that:
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Public education is our world’s greatest institution and I am honored to be called to serve that institution.
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It is my responsibility to create the conditions where all of my students can realize their full potential.
Therefore:
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I must provide them a safe environment built on mutual trust and respect, enthusiasm and curiosity.
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I am committed to continuous improvement and collaboration with all the stakeholders of our community.
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I will implement the curriculum with fidelity and observe instructional best practices.
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I will plan rigorous, relevant and differentiated lessons, provide feedback and create data-based interventions.
In order to:
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Empower each and every one of my students to achieve more than they believed was possible.
B. Our Class Vision: Guided by the above mission, together we will:
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Be engaged and motivated students working both independently and collaboratively
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Develop our problem solving, critical thinking, communication, and math content skills
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Assess our development of those skills on a growth model and actively seek interventions needed for mastery
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Make meaningful, personalized connections between those skills and the real world.
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Become 21st century, career- and college-ready learners and confident, informed, responsible global citizens.
C. Behaviors of the Exemplary Student: As I strive to be an exemplary teacher, so too do I expect you to be an exemplary student. The observable behaviors of an exemplary student include the following:
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Interacting with or using technology to enhance your learning related to a given lesson
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Conducting yourself according to agreed-upon and previously-taught expectations
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Engaging in effective and efficient routines and transitions
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Activating your prior knowledge of the content and skills relating to the learning target
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Demonstrating that you own the learning target
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Understanding and articulating the purpose or goal of what you are doing
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Conducting appropriately scaffolded, self-directed activities to fulfill the learning targets
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Producing evidence of utilizing some kind of strategy that you have been taught previously
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Using language and vocabulary of the content, process and strategies that you are learning
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Self-assessing to determine your progress towards meeting the learning target
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Utilizing problem solving strategies as you apply your learning to new situations and contexts
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Challenge and hold each other accountable to achieving the learning target
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Visibly represent your understanding of learning targets, enduring understandings and essential questions