Grading Cross-Curricular Math and English Writing Using The Curious Incident

Published on October 3rd, 2026 by the GraideMind team

Christopher Boone loves mathematics, and the novel is full of it, from the prime-numbered chapters to the Monty Hall problem and a proof in the appendix. That makes The Curious Incident of the Dog in the Night-Time a natural bridge between English and math classrooms. Cross-curricular writing assignments can ask students to explain mathematical ideas in clear prose, which strengthens both subjects.

Explanatory writing about math requires students to translate reasoning into sentences. A student asked to explain why Christopher likes prime numbers must define the term, give examples, and connect the concept to his need for order. That combination of accuracy and communication is a valuable skill and is rarely assessed directly.

Grading such assignments requires collaboration between teachers. The English teacher is well placed to assess clarity, organization, and use of evidence from the novel, while the math teacher can verify accuracy of the mathematical content. Agreeing on who evaluates which criteria prevents confusion and gives students a coherent set of expectations.

Build a Shared Rubric

A joint rubric might include criteria for mathematical accuracy, clarity of explanation, connection to the novel, and writing conventions. Each teacher scores the criteria they are best suited for, and the results combine into a single feedback document. Students see that both disciplines value precision and clear communication.

  • Mathematical accuracy: definitions, examples, and reasoning are correct
  • Clarity: the explanation can be followed by a reader without specialized background
  • Literary connection: the math is tied to Christopher's character or the novel's structure
  • Organization: ideas are sequenced logically with clear transitions
  • Conventions: grammar and formatting support rather than distract from the explanation

Explaining an idea clearly is often the best test of whether a student truly understands it.

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Choose Appropriate Content

The Monty Hall problem is famously counterintuitive, which makes it a strong writing prompt. Students can explain why switching doors improves the odds and why many people find the answer surprising. This task rewards patient, step-by-step reasoning and gives a clear standard for evaluating accuracy.

Be mindful of the mathematical level of your students. A prompt that requires advanced probability may frustrate a class that has not studied it, while a simpler task about primes might feel too easy. Choose a concept that stretches students without making the math the sole barrier to a successful essay.

Give Feedback That Addresses Both Subjects

Feedback should help students improve both their math communication and their literary analysis. A comment might ask a student to define a term before using it, then connect the idea to a scene in which Christopher uses logic to calm himself. This dual focus shows that the skills are connected.

Consider allowing a revision opportunity where students refine unclear explanations. Writing about math often exposes gaps in understanding that students do not notice until they try to explain. Revision lets them close those gaps and learn from the process.

Make Collaboration Practical

Joint grading can add to the workload if not managed carefully. Using a shared document or grading platform where both teachers can enter scores and comments reduces duplication. A rubric-aware tool can also produce a first-pass evaluation of the writing criteria, leaving each teacher to focus on their area of expertise.

Start with a small pilot to see how the process works before expanding it. A single assignment during the novel unit can reveal what needs adjusting. When done well, the collaboration enriches both classrooms and shows students that knowledge connects across subjects.

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