Expression Arbor — Interactive Expression Tree & Traversal Practice

Author / Site: Course instructional team (self-contained interactive HTML activity)

Summary: Expression Arbor is a browser-based interactive exercise in which students build a binary expression tree from a given arithmetic expression by placing operator and operand tiles onto a growing tree structure. As the tree takes shape, the activity displays the resulting pre-order, in-order, and post-order 'walks' and scores each attempt against the correct traversal sequences. Color coding distinguishes operators, numbers, and parentheses, and a round map tracks progress, correctness, and points across multiple expression challenges.

Relevance to Module: The activity puts the module's core vocabulary into play: students must reason about root, parent-child relationships, subtrees, leaves, and depth while constructing each tree. Because expression trees make the three depth-first traversal orders produce visibly different and meaningful outputs (prefix, infix, postfix notation), the resource directly reinforces the traversal content at the heart of this lesson and gives students a concrete reason why traversal order matters.

Pedagogical Purpose

This resource provides low-stakes, immediately self-scored practice that supports MO1 by requiring students to assemble and label the structural components of a binary tree, and strongly supports MO2 by having them predict and verify in-order, pre-order, and post-order output while seeing the practical use case for each (infix, prefix, and postfix notation). The gamified rounds and instant feedback add motivation and repetition before students move on to the implementation work required by MO3 and MO5, where the same traversal logic must be coded in JavaScript.

Added October 19, 2026