What usually comes up on the exam
- Basis, dimension and rank5pts
- Change of basis, eigenvalues and diagonalisation5pts
- Orthogonality and projection5pts
- Matrix powers and systems of differential equations4pts
- Inner product and norm4pts
- Linear maps and their matrices3pts
- Kernel, image and invertibility3pts
- The spectral theorem and quadratic forms3pts
- Geometric maps and orthogonal matrices3pts
- Vector spaces and subspaces3pts
- Quadric surfaces and inertia form2pts
- Tools from Linear Algebra I<1pts
- Pass mark
- 18 of 40 points
- Study to a pass
- 12–48 hours
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Common questions about 1MA024
What does it take to pass 1MA024?
The pass mark is 18 of 40 points on the exam.
What usually gives the most points on the 1MA024 exam?
Most points usually come from Basis, dimension and rank (5 pts), Change of basis, eigenvalues and diagonalisation (5 pts), and Orthogonality and projection (5 pts).
Are there past exams for 1MA024?
Yes. 22 previous exams lie behind the course. The exams are not published here, but every kind of question that usually comes up is there to practise.
How long does it take to study for a pass in 1MA024?
From zero it takes about 12–48 hours to a pass.
Does it cost anything?
The first module is free, no card needed. The whole course is included in StudyHub Plus for 99 kr/month, with no lock-in.