Codable maze unplugged lesson for shortest-distance algorithms across content areas¶
Element · All elements
Evidence · no claims cited
Description¶
The deck describes an unplugged lesson in which "Students will use this unplugged lesson to code the shortest distance through a maze". It proposes applying the maze task to various content areas, including moving through a map, ordering a historical timeline, and ordering the parts of a story, making the same sequencing task reusable across subjects without computers.
Design Implications¶
Context¶
Requirements¶
- No computers are required since the lesson is unplugged; teachers adapt the maze task to their content
Constraints¶
- The deck presents applications as possibilities across content areas rather than tested implementations
Target Learners¶
- Students in grades 3-8
Target Learning Goals¶
- Sequencing steps to find an efficient path, applying algorithmic thinking to maps, timelines, and story order
Related Elements¶
- Code.org CS Fundamentals unplugged lessons: Dice Race, My Robotic Friends, Paper Planes, Plant a Seed, Tangrams
- Scratch coding activities expressing content as interactive illustrations, games, or stories
- Code and Go Mouse robot activities combining mapping, story ordering, and number-line arithmetic
- CT Boosters: 30-minute algorithmic-thinking professional learning sessions for grades 3-8
Examples¶
Key Sources¶
- Computational Thinking Boosters: Algorithmic Thinking 3-8. (2021). Presentation dated Jan. 12, 2021, supported by NSF grant award #1923314. https://www.nsf.gov/awardsearch/showAward?AWD_ID=1923314
Page metadata
| Field | Value |
|---|---|
type |
element |
id |
codable-maze-unplugged-shortest-distance-lesson |
title |
Codable maze unplugged lesson for shortest-distance algorithms across content areas |
description |
The deck describes an unplugged lesson in which "Students will use this unplugged lesson to code the shortest distance through a maze". |
status |
review |
generated |
by process:wiki-ingest on 2026-10-09 |
trust |
unverified — no one has confirmed this page's content |
sources |
1 — computational-thinking-boosters-algorithmic-thinking-3-8-2021 |
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