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Tutor Lim tutors in Sydney, Australia

Tutor Lim .

Private tutor in Sydney, Australia


Master of Engineering (Mechanical Engineering) and Doctor of Philosophy (PhD) in Mathematics. Ten years of professional tutoring experience, assisting students across all major universities in Sydney including: UNSW, USYD, UTS, UWS, Macquarie University, University of Queensland Read more about us at


My name is Lian and I am the lead engineering tutor at Tutor Lim. Together, we are a group of 100+ professional engineers who are committed to empower university students to achieve academic excellence. Our tutors are not only qualified experts in their fields, but have excellent people skills, and a passion for education. At Tutor Lim, we aims to create a sustainable study community where students and tutors can work together and solve problems. We want to gather like-minded individuals who enjoy both teaching and ‘learning-by-teaching’. What sets us apart? Over ten years of engineering and thousands of hours accumulated tutoring more than 1000 students, we realised that all too many students were simply going about their assignments ineffectively, and taking far too long to get a result. We employed the knowledge that came from years of professional engineers stress testing our critical thinking skills, and have made it our mission to share our insights with engineering students who are looking to increase their efficiency and the overall quality of their work. You can read more of our story here: To enquire about a potential tutor for you, Engage with us: OR Give Tutor Lim a call today on: +61450171551 We look forward to helping you get the results you desire !!!

Subject Expertise


Any day at any time

Can Meet

Up to 5 minutes away for no additional charge


No charge if you decide to cancel in the first 30 minutes!!! E-mail: Call / text: +61450171551 (Lian) | Website: | FB: | IG: | Twitter: @tutorlim ||||||||||||||||||||||||||||||||||||||| Our subjects: | VCE Mathematics | Maths Methods | Maths Further | Maths Specialist | IB Mathematics HL/SL | Engineering Mathematics | Vector algebra and geometry | Matrix operations, eigenvalues and eigenvectors | Calculus including logarithmic differentiation, improper integrals, integration by parts | Sequences and series including Taylor polynomials | Ordinary differential equations (ODEs) | Multivariable calculus including partial derivatives and chain rule. | Advanced Engineering Mathematics | Multivariable Calculus | Double and triple integrals, parametric representation of lines and curves in three dimensional space | Use of Cartesian, Cylindrical and Spherical coordinates. Surface and volume integrals: solve operations of the gradient, divergence and curl. | Ordinary differential equations | Systems of linear differential equations | 2nd order Sturm-Liouville type problems. | Laplace Transforms | Fourier Series | Fourier Transforms | Calculus of vector functions | Line Integrals | Surface Integrals | Volume Integrals | Integral Theorems | Green’s Theorem | Gauss Divergence Theorem | Stoke’s Theorem. | Statics, Dynamics and Mechanics | Kinematics of particles and rigid bodies | Free body diagrams | The concept of work, energy and power | Forces and torques applied to rigid bodies undergoing translation or rotation | Free and damped vibration and engineering applications. | Kinematics of gears and geared systems including compound epicyclic gears | Friction, and the kinetics of belts and belt drives. | The modelling of stress in axial, torsional and flexural when loads are applied to a body in static equilibrium.

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