You will use your classroom mathematics experience to create and assess teaching content used to evaluate AI model judgment. The work is remote and asynchronous, with a focus on both mathematical correctness and effective teaching.
You will review answers that may be mathematically correct but explain the underlying concept poorly. Your evaluations will help measure and improve how AI models handle mathematics instruction.
- Write realistic mathematics instruction scenarios that include common student misconceptions.
- Create worked solutions that explain the reasoning behind each step.
- Grade model outputs for mathematical accuracy and teaching quality.
- Identify responses that reach a correct answer but teach the concept incorrectly.
What it pays and takes
This is ongoing independent contractor work. The workload can increase or decrease from week to week, and there is no fixed schedule or maximum weekly hours.
- Pay: $45 to $80 per hour, paid weekly via Stripe.
- Minimum commitment: 10 hours weekly.
- Work arrangement: Fully remote and asynchronous.
- Location: Open to candidates in the countries listed for this role.
- Language: Clear written English is required.
- Requirement: A teaching license or certification with a mathematics endorsement.
- Requirement: At least two years of classroom mathematics teaching experience.
- Requirement: Strong mathematics knowledge from foundational numeracy through advanced coursework.
- Requirement: Ability to explain mathematical reasoning clearly enough for another teacher to follow.
- Helpful background: Teaching AP, IB, or equivalent advanced courses.
- Helpful background: Competition mathematics coaching, math team advising, curriculum writing, or assessment design.
How it works
Apply on OpenTrain with your resume and then complete the application on the hiring site.
About AI training work
AI training work uses examples prepared and reviewed by people to help artificial intelligence produce better results. Subject experts are important because they can judge whether an answer is accurate and whether its reasoning is useful to the person learning from it.