Programme 02 · Undergraduate
Calculus, linear algebra and the reasoning underneath
Course support for first- and second-year modules, taught by a METU (ODTÜ) Mathematics and Computer Science double-major graduate. Sessions are built around your lecture notes, your problem sheets and your assessment dates — not a generic syllabus.
Subjects
Modules covered
Configurable — module names are edited per region from the admin panel, so they match local course titles.
Precalculus
Functions, logarithms, sequences, foundations.
Calculus I
Limits, continuity, derivatives and their applications.
Calculus II
Integration techniques, sequences and series.
Calculus III
Multivariable calculus, partial derivatives, multiple integrals.
Linear Algebra
Matrices, spaces, eigenvalues, transformations.
Discrete Mathematics
Logic, proof, combinatorics, graphs, recursion.
Probability
Distributions, expectation, conditional probability.
Statistics
Inference, testing, regression.
Functions and Trigonometry
Identities, transformations, modelling.
Mathematical Foundations
Proof technique, set theory, mathematical writing.
Exam Revision
Midterms and finals, worked from past papers.
Problem-Solving Sessions
One long problem, taken apart properly.
Academic integrity
Assignment support means teaching, not outsourcing
Graded work is never completed on a student's behalf. What happens instead: the problem is broken down, a comparable problem is solved together, and the student writes their own solution.
“If I solve it for you, you will meet it again in the exam and it will be new.”
Send the module outline
Lecture notes, problem sheet and assessment dates before the first session.
Identify the actual blocker
Usually two or three foundations, not the whole module.
Teach the comparable problem
The same structure, different numbers — solved together.
You write your own solution
Reviewed and corrected, never written for you.
Revision before assessment
Past-paper work under time, with a marking discussion.