Diploma Tuition Online for Polytechnic, University and College Students

Diploma subjects we teach

Diploma courses cover much of the same core as the first years of a degree, at their own depth and pace, so each subject below links to a page shared with degree students. Every page lists the core topics and works through one problem, and the tutor follows your diploma course outline for the depth and the order.

• Engineering Mathematics

  Calculus, differential equations, Laplace transforms and matrices.

• Thermodynamics

  Properties and steam tables, the first and second laws, and power cycles.

• Fluid Mechanics

  Fluid statics, continuity, Bernoulli, momentum and pipe flow.

• Material Science

  Structure and properties, stress and strain, and phase diagrams.

• Programming

  C, C++, Java or Python, from selection and loops to functions and arrays.

• Computer Science

  Data structures, algorithms, databases and networks.

• Financial Accounting and Reporting

  The MFRS standards, from inventories and property to group accounts.

• Managerial Accounting

  Costing methods, budgets, variances and decisions.

• Corporate Finance

  The time value of money, valuation and capital budgeting.

What a diploma is

A diploma sits at Level 4 of the Malaysian Qualifications Framework, between a certificate and a bachelor's degree. The framework sets at least 90 credits and, unless the discipline requires otherwise, at least two years of full-time study, for academic and technical and vocational (TVET) diplomas alike. Polytechnics, public universities, and private colleges and universities all offer diplomas, and the Malaysian Qualifications Agency accredits the programmes.

A diploma is built to lead to work, in technical, semi-professional and para-professional jobs, or on to a degree. That second route makes the diploma CGPA matter twice: once for the diploma itself, and again when a university decides on entry to a degree.

From SPM to the first semester

Many students start a diploma straight after SPM, and the first semester moves faster than school. Engineering students meet calculus and mechanics in weekly lectures, with tests through the semester; accounting students work through financial accounting faster than school did; computing students write their first programs against a deadline. The hardest part is often the pace, along with the habit of keeping up without a teacher checking every exercise.

Tutors use the first weeks to secure what the rest of the course stands on: differentiation and integration for engineering, the accounting equation and adjustments for accounting, and tracing simple code for computing. A gap closed in the first month is far cheaper than a course repeated a year later.

Your course outline, not a generic one

Polytechnics, universities and colleges each write their own diploma courses, so a course with the same name can differ in depth and order from one institution to the next. The tutor starts from your course outline, lecture notes and past assessments, and teaches to how the course is assessed: quizzes, tests, lab work, assignments and the final exam.

Assignments and academic integrity

Assignments, lab reports, projects and code are assessed as the student's own work, and institutions treat outside help with them as misconduct. A tutor explains the concepts and methods behind an assignment and works through similar problems, but does not write, code or complete any part of assessed work.

This is also the approach that helps most, because the final exam tests the same understanding without notes or help.

From diploma to degree

Diploma graduates who continue to a degree often find that their diploma courses overlap with the first years of the degree. The Malaysian Qualifications Framework allows credit transfer and exemption between programmes, so a university can give credit for courses already passed, and each university sets how much it grants. Tutors teach the degree versions of the same subjects, so a student can keep the same tutor across both.

A question, worked through

A rate-of-change problem from a first Engineering Mathematics course, applied to a capacitor charging in a circuit.