EdTPA flashcards

1
Q

academic language

A

Oral and written language used for academic purposes.

Ex. specific vocabulary, grammar and punctuation

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2
Q

aligned

A

Consistently addressing the same/similar learning outcomes for students.

For example: aligning components (learning objectives, assessments, instructional strategies for a course

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3
Q

artifacts

A

Authentic work completed by you and your students.

For example: lesson plans, copies of instructional and assessment, classwork, interventions, video clips of a teacher teaching, materials

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4
Q

assessment (formal and informal)

A

activities undertaken by teachers and by their students that provide information to be used as feedback to modify teaching and learning activities

Ex.: Informal assessments: student questions and responses during instruction and teacher observations of students as they work or perform.

Formal assessments: quizzes, homework assignments, journals, projects, and performance tasks.

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5
Q

Assets

A

Knowledge of students

Ex,
personal -
Cultural -
Community -

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6
Q

central focus

A

information that you want students to develop within the learning segment.

Ex.: retelling, summary of a story, decoding, writing paragraphs

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7
Q

commentary

A

information submitted as part of each task and, along with artifacts, make up your evidence.

Ex, video clips

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8
Q

engaging students in learning

A

Using instructional and motivational strategies that promote students’ active involvement in learning tasks that increase their knowledge, skills, and abilities related to specific learning objectives.

Ex,: center time, participating in group discussions

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9
Q

evaluation criteria

A

Indicators that are used to assess evidence of student learning.

EX.: relevance, coherence, effectiveness, efficiency, impact, sustainability

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10
Q

evidence

A

artifacts that document how you planned and implemented instruction AND commentaries that explain your plans and what is seen in the videorecording(s) or examine what you learned about your teaching practice and your students’ learning.

Ex.: student work samples. feedback to students

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11
Q

learning objectives

A

Student learning outcomes to be achieved by the end of the lesson or learning segment.

Ex. “Students will use context clues to find the meaning of an unknown word.”

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12
Q

learning segment

A

A set of 3–5 lessons that build one upon another toward a central focus, with a clearly defined beginning and end.

Ex.: A 3-5 day lesson on ELA Lesson Context Clues

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13
Q

learning task

A

activities, discussions, or other modes of participation that engage students to develop, practice, and apply skills and knowledge related to a specific learning goal.

EX.: journaling, essays, portfolios

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14
Q

misconception

A

(literacy) Confusion about a strategy or skill.
(Math) Erroneous framework about mathematical relationships or concepts, sometimes based on informal generalizations from experience.

Ex.: literacy - misunderstanding about text purpose and structure, application of a skill, or multiple meaning words.
Math - a student may believe that multiplying two numbers always results in a larger number than either of the numbers being multiplied. This misconception is likely to cause difficulty when learning to multiply fractions.

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15
Q

patterns of learning

A

Quantitative and qualitative consistencies for different groups of students and individuals across the whole class.

Ex,: quantitative -10 out of 15 students or 20% of the students understood the assignment.
qualitative - given that most students were able to . . . it seems that they understand.

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16
Q

planned supports

A

Instructional strategies, learning tasks and materials, and other resources deliberately designed to facilitate student learning of the central focus.

Ex.: modeling, rehearsal, guided practice, word walls, graphic organizers, language frames, and examples of communication use.

17
Q

prior academic learning and prerequisite skills

A

Students’ content knowledge and skills as well as academic experiences developed prior to the learning segment.

Ex,: if you are teaching a learner to categorize items, it is critical that the learner can already name the items (tact them) and respond to them receptively (as a listener).

18
Q

rapport

A

A close and harmonious relationship in which the people or groups understand each other’s feelings or ideas and communicate well with each other.

Ex,: Call your students by name, Learn something about your students’ interests and hobbies, Ask for their input

19
Q

respect

A

A positive feeling of esteem or deference for a person and specific actions and conduct representative of that esteem.

Ex.: hold all students to the same rules/expectations of how they should act in the classroom.

20
Q

rubrics

A

Subject-specific evaluation criteria used to score your performance on edTPA or an assignmaent.

Ex.: Planning, Instruction, Assessment, Analysis of Teaching,

21
Q

variety of learners

A

Students in your class who may require different strategies or support.

Ex. visual, auditory, verbal learner. logical and mathematical learner, physical or kinaesthetic learner, social and interpersonal learner, solitary and intrapersonal learner

22
Q

developmental approximations

A

Transitional spelling or other attempts to use skills or strategies just beyond a student’s current level/capability.

Ex/: when teaching the difference between fact and opinion, you might want to be ready to address the possible misconception that opinions are untrue statements or even lies- this is not accurate, but many children initially think that opinions must be the opposite of facts, which leads them to this misconception.

23
Q

essential literacy strategy -

A

An approach selected deliberately by a reader or writer to comprehend or compose text. When students are able to select and use strategies automatically, they have achieved independence in using the strategy to accomplish reading and writing goals.

Ex.: Example strategies for reading include summarizing a story, comparing and contrasting firsthand and secondhand accounts of the same event, using evidence to predict, interpreting a character’s feelings, or drawing conclusions from informational text. Example strategies for writing include organizing ideas before writing, note taking from informational text to support drafting a topic, using graphic organizers to organize writing, using a rubric to revise a draft, or using quotes as evidence to support an argument

24
Q

literacy skills

A

Specific knowledge needed for reading and writing.

Ex.: phonemic/phonological awareness; print concepts; decoding; word analysis; sight-word recognition; and spelling, punctuation, or other language conventions.

25
Q

reading/writing connections

A

students’ literacy development through an explicit understanding that many of the skills that are taught in reading instruction are also beneficial to young writers.

Ex.: reading or researching informational text to inform an essay; journal writing to make predictions; making personal or text-to-text connections; writing book reviews or alternative endings to stories; or writing in a style that emulates a model.

26
Q

related skills

A

Literacy skills that students will develop and practice while learning an essential literacy strategy for comprehending or composing text within the learning segment.

Ex.: Decoding, Phonemic awareness, Reading fluency, Reading, Reading comprehension, Phonological Awareness

27
Q

assessment (summative and formative)

A

Summative assessments are given periodically, to determine at a particular point in time what students know and do not know relative to content standards.
Ex.: chapter tests, unit tests, or culminating projects.

Formative assessments are incorporated into classroom practice and can provide information needed to adjust teaching and learning as students approach full mastery of content.

Ex.: observations, questioning strategies, and self- and peer-assessments

28
Q

conceptual understanding

A

Students demonstrate conceptual understanding in mathematics when they recognize, label, and generate examples of concepts; use and interrelate models, diagrams, manipulatives, and varied representations of concepts; identify and apply principles; know and apply facts and definitions; compare, contrast, and integrate related concepts and principles; recognize, interpret, and apply the signs, symbols, and terms used to represent concepts.

29
Q

mathematical reasoning

A

The capacity to think logically about the relationships among concepts and situations.

Ex.: inductive, deductive, abductive,

30
Q

mathematical understandings

A

Conceptual understanding, procedural fluency, and reasoning/problem-solving skills.

Ex.: When students are able to re-do a problem they were struggling with and they can demonstrate that they can complete the problems on their own with accuracy.

31
Q

patterns of learning:

A

Quantitative and qualitative consistencies for different groups of students and individuals across the whole class.

Ex.: if the majority of students (quantitative) in a class ordered unit fractions from least to greatest as 1/, 112/3, /4, 1/5, the students’ error shows that they believe that the smaller the denominator, the smaller the fraction and they have a mathematical misunderstanding related to the value of fractional parts (qualitative).

32
Q

problem-solving skills

A

engage in a task for which the solution method is not known in advance.

Ex.:
Active listening
Analysis
Research
Creativity
Communication
Dependability
Decision making
Team-building
33
Q

procedural fluency

A

Procedural fluency is the ability to apply procedures accurately, efficiently, and flexibly; to transfer procedures to different problems and contexts.

Ex.: you think of division in terms of “divide, multiply, subtract, bring down” then you learned a division procedure (or algorithm).

34
Q

engagement:

A

To support students to revisit and review a topic with a different set of strategies, representations, and/or focus to develop understandings and/or correct misconceptions.

Ex.:
Connect learning to the real world
Engage with your students’ interests
Learning what excites your students

35
Q

representation

A

The term representation refers both to process and to product—in other words, to the act of capturing a mathematical concept or relationship in some form and to the form itself.

Ex.: base ten numerals, number lines, graphs,

36
Q

problem-solving skills

A

Skills to “engag[e] in a task for which the solution method is not known in advance.

Ex.:
doing, talking, reflecting, discussing, observing, investigating, listening, and reasoning

37
Q

engagement:

A

to support students to revisit and review a topic with a different set of strategies, representations, and/or focus to develop understandings and/or correct misconceptions.