Curriculum design: make the goal, task and evidence agree
An activity can be engaging and an assessment easy to mark while neither tests the stated goal. Specify what a learner must do with a new case before choosing a lesson or rubric.
Course topic: Curriculum and Instruction
Study route and exercise: University Reading List editorial project. How we curate · Sources checked:
On this page
Scope and responsibility
All shapes, plans and responses are fictional paper materials, not a classroom trial. Design for Learning supports instructional projects; the Reader examines contested curriculum purposes rather than prescribing one agreed design method.
Choose your starting point
Start an open design project
Use McDonald/West for problem framing, learners, tasks, prototypes and evaluation.
Build a unit backwards
Use Wiggins/McTighe to connect desired understanding, evidence and learning experiences.
Question the chosen goals
Use the Reader to examine whose knowledge and purposes a curriculum privileges.
Compare the three books
Design for Learning: Principles, Processes, and Praxis
Jason K. McDonald; Richard E. West (editors) · Edition: 1 · 2021
Free design process
- Choose it when
- You need to frame a bounded instructional problem and revise a prototype.
- Use another route when
- You need only a unit template or a history of curriculum theory.
- Selected reading
- Read problem framing, task analysis, curriculum-design processes and measuring learning as named sections.
- Limits and trade-offs
- A design process needs local judgment; a prototype is not proof of learning effectiveness.
Try before choosing
Write a target performance for the invented shape unit before selecting an activity.
Check your work: It requires classifying unfamiliar shapes with reasons, not remembering the original colour.
The Understanding by Design Guide to Creating High-Quality Units
Grant Wiggins; Jay McTighe · Edition: 1 · 2011
Backward unit design
- Choose it when
- You need an explicit link between goals, evidence and teaching.
- Use another route when
- You want a complete curriculum-theory anthology or a universal causal claim about a teaching method.
- Selected reading
- Use modules A–E for the big ideas, template, starting points, initial sketch and goal types.
- Limits and trade-offs
- A well-aligned unit can still have a contestable purpose or inadequate access arrangements.
Try before choosing
Compare repeating familiar F1/F2 with classifying held-out F3/F4.
Check your work: Only the latter directly probes the supplied transfer goal; neither alone proves the teaching caused success.
The Curriculum Studies Reader
David J. Flinders (ed.); Stephen J. Thornton (ed.) · Edition: 6 · 2022
Competing curriculum purposes
- Choose it when
- You have design vocabulary and want to examine its assumptions.
- Use another route when
- You only need a ready-to-fill planning template.
- Selected reading
- Compare the selected reader’s Tyler, Popham and Eisner selections as distinct positions.
- Limits and trade-offs
- An edited debate is not one joint authorial verdict; critique does not remove the need for a workable task.
Try before choosing
State a reason to question this geometry goal and a reason to retain it.
Check your work: Separate the worth of a goal from whether a task measures that goal.
Check your preparation
What is the performance rule?
The packet defines it completely. No learner diagnosis is inferred from one response.
Is practice success transfer?
Correctly remembering the training examples may fit several strategies. A new case must distinguish the intended relation from colour or orientation.
What background mathematics is needed?
Vectors and the supplied parallel test. For nonzero vectors (a,b),(c,d), parallel means ad−bc=0.
A six-step study plan
Steps completed: 0 / 6
These are your own study marks, not an assessment. They are not sent to this site.
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Define the goal
Selected reading: Open design: framing.
What to do: Write classify unfamiliar quadrilaterals with an explicit rule.
Check your work: Do not substitute recall or enjoyment for the stated outcome.
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Analyse the task
Selected reading: Open design: task analysis.
What to do: List opposite-side pairs and the supplied vector test.
Check your work: All necessary comparison steps are teachable.
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Build contrasting instruction
Selected reading: UbD: unit sketch.
What to do: Use a one-pair example and a two-pair nonexample, then rotate/recolour.
Check your work: Colour and orientation do not define the rule.
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Solve the transfer evidence
Selected reading: UbD: evidence.
What to do: Classify F3 and F4 and explain both opposite-side pairs.
Check your work: Answers are yes/no under exactly-one.
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Inspect curriculum purpose
Selected reading: Reader: competing positions.
What to do: Write one objection about the goal and one response.
Check your work: Do not treat alignment as proof the goal is socially neutral.
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Revise after a goal change
Selected reading: All three routes.
What to do: Update examples and rubric under at-least-one and add a zero-pair case.
Check your work: Changing the criterion requires changing what counts as a correct answer.
Worked exercise
A familiar-example test can miss the target
Goal R: classify a new quadrilateral yes iff exactly one opposite-side pair is parallel, and explain why. Vertices are cyclic. F1 (blue): (0,0),(4,0),(3,2),(1,2), yes. F2 (red): (0,0),(4,0),(4,2),(0,2), no. Plan A memorizes these two colour-labelled answers and tests the same cards. Plan B teaches the relation and tests F3 (red): (0,0),(0,4),(−2,3),(−2,1), and F4 (blue): (0,0),(3,1),(4,3),(1,2). Which plan supplies more direct transfer evidence, and what are the new answers?
Assumptions
Use nonzero side vectors in listed order. Opposite pairs are sides 1/3 and 2/4; vectors are parallel iff their 2D cross product is zero. Shapes are nondegenerate. No real students, outcome rates or causal effects are supplied.
- F3 has sides (0,4),(−2,−1),(0,−2),(2,−1). The first opposite pair is parallel; the second has cross product 4, so exactly one pair: yes.
- F4 has sides (3,1),(1,2),(−3,−1),(−1,−2). Both opposite pairs are parallel, so exactly two pairs: no. Its blue colour does not change R.
- Plan A’s familiar yes/no scores fit both R and a blue=yes heuristic. F3 red=yes and F4 blue=no discriminate those strategies, with explanations testing the intended relation. Plan B therefore supplies more direct evidence for this goal, but no causal effectiveness comparison has been conducted.
Answer and interpretation
The transfer answers are F3 yes, F4 no. New cases plus reasons align better with the supplied goal than repeating familiar cards; perfect recall scores alone do not establish transfer.
Test the result
A wrong answer need not uniquely reveal a colour heuristic. Distinguish a compatible alternative explanation from a demonstrated learner process.
Change an assumption
Change the criterion, not the learner by assumption
Replace the goal with R′: yes iff at least one opposite-side pair is parallel. Keep all four shapes. Add F5 with vertices (0,0),(3,0),(4,2),(0,3). Reclassify F2, F3, F4 and F5, then explain what must change in the unit.
- F2 has two parallel pairs and is now yes; F3 has one and remains yes; F4 has two and changes to yes. The old no labels for two-pair shapes cannot remain in the rubric.
- F5 has sides (3,0),(1,2),(−4,1),(0,−3). Opposite-pair cross products are 3 and −3, both nonzero, so it has no parallel pair and is no.
- Teaching must contrast one-or-two-pair positives with a zero-pair negative such as F5. Score explanations against R′, not the old exactly-one criterion. Changed labels follow changed goals, not evidence that a learner improved or regressed.
Answer and interpretation
Under R′, F2/F3/F4 are yes and F5 is no. The goal, examples, new-case task and rubric must be revised together.
Test the result
Do not report a gain in learning merely because an old answer now scores differently. The criterion changed; no new student performance was measured.
Common mistakes
Activity becomes outcome
State the performance before selecting the activity.
Alignment becomes value neutrality
A task can measure a goal well while the goal remains contestable.
Rubric change becomes learning gain
Keep criterion changes separate from learner change.
Before moving on
- Choose a design-process text, a unit tool or a curriculum debate for the actual need.
- Solve the new task and explain which evidence distinguishes transfer from recall.
- Revise goals, examples and scoring together without inventing classroom effects.
Sources and edition checks
Sources checked:
- McDonald/West: official open design text
The selected 2021 open text spans design practice and knowledge; the whole-book PDF specifies CC BY-NC, with chapter credits to respect.
- Wiggins/McTighe: selected ASCD guide
ASCD identifies the selected unit guide and modules A–E; backward design is a planning framework.
- Flinders/Thornton: sixth-edition reader
The sixth-edition Reader contains contrasting contributions, including objective-based planning and its critics.
These are proposed study activities, not official course assignments or a claim that every book has been read cover to cover.