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Refer a Friend Promotion

Invite your friends to join Matrix, and you'll both benefit—your friend saves on enrolment, and you receive a $100 course credit.

Melanie avatar
Written by Melanie
Updated today

How the Referral Program Works

As a current Matrix student, you can refer friends to our on-campus or Matrix+ online courses. Here's what happens:

  • Your friend receives a $55 enrolment fee waiver when they sign up using your referral.

  • You earn a $100 course credit for each successful referral, applied to your next term's enrolment.

There's no limit to the number of friends you can refer—the more you refer, the more you earn!

How to Refer a Friend

  1. Log in to MyMatrix

  2. Navigate to Your Referral Code:

    • Click on My Account.

    • Select View Referral Code.

  3. Share Your Referral:

    Your friend can use your referral code or link when they enrol with Matrix to qualify for the benefits. You can share this code with your friend in two ways:

    • Copy and Share: Click Copy to copy your unique referral code and send it directly to your friends. They can enter this code during their enrolment.

    • Invite via Email: Click Refer Friends, enter your friend's email address, and click Send.

    If you are enrolling online, simply paste in the referral code at checkout. If you are enrolling over the phone or in-person with a Matrix team member, please share the code and the name of the friend with us and we will apply the benefits.

Eligibility and Terms

  • Referrer: Must be an existing Matrix student enrolled in an on-campus or Matrix+ course.

  • Referee: Must be a new student who has not previously enrolled in any Matrix course.

  • Course Credit:

    • Applied to your next term's enrolment.

    • Not transferable or redeemable for cash.

    • Valid only if both you and your friend are enrolled in the same term.

  • Enrolment Fee Waiver: Your friend must use your referral code or link during their enrolment to receive the $55 waiver.

For full terms and conditions, please click here.

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