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University of Toronto Scarborough

MATB24H3

Linear Algebra II

PrerequisiteMATA22H3 or MAT240H
Evidence1 papers

What was the average?

Not reported

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Not yet verified

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Unknown

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From the calendar

Official source · University of Toronto Scarborough

A conceptual and rigorous approach to a second course in linear algebra that focuses on mathematical proofs. This course covers fields, vector spaces over a field, linear transformations; inner product spaces, coordinatization and change of basis; diagonalizability, orthogonal transformations, invariant subspaces, Cayley-Hamilton theorem; Hermitian inner product, normal, self-adjoint and unitary operations. Some applications such as the method of least squares and introduction to coding theory.

Prerequisite
MATA22H3 or MAT240H
Exclusions
MAT224H1MATB23H3

How well we know this course

2015–2015

Pyko’s archive holds 1 document for MATB24H3, across 1 year between 2015 and 2015.

1
Final exams

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Assessment weightingNo syllabus we can lawfully use has been verified for this offering. Contribute yours and the breakdown appears here.
A course averageNo term has been reported for this offering. Averages come from students who contribute their own results, and nobody has yet.
Instructor-level detailAverages are not split by instructor. At these sample sizes the difference between sections is noise, not signal.

Source ledger

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Sources behind every claim on this page
ClaimSourceCapturedStatus
Course description, prerequisites, exclusions, contact hoursUniversity of Toronto Scarborough2026-07-25public fact
1 archived documents, 2015-2015Pyko archive2026-07-25index only

Page last verified 2026-07-25. A claim whose source moves is withdrawn before it goes stale.

What this opens up

20 courses list MATB24H3 as a prerequisite

The other 11 have no page yet. Listing a course here means it names MATB24H3 among its prerequisites — often as one of several ways to satisfy the same requirement, so this is what MATB24H3 makes available, not what it alone guarantees.

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MATB24H3 past exams — UofT | Pyko