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www.math-physics-tutor.com

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Date: October 21, 2017 1:05 am
City: Sydney  (Australia)
Location: Glebe
Credentials: Theoretical Physics PhD (Disclaimer)
Price: 50$

Experienced private tutor in Mathematics, Statistics and Physics. I can cover the Australian HSC syllabus in physics and maths

HSC General Mathematics
HSC Maths Extension 1
HSC Maths Extension 2
HSC Physics Years10-12

I have also extensive experience in:

International Baccalaureate
College Entrance
Foundation Courses

University Students are mostly welcome.

I am currently Tutoring students on for Sydney University, UNSW, UTS, Macquarie.

Areas Covered: Glebe, Bondi Junction, CBD, Kensington, Alexandria, Redfern, North Sydney, Randwick.

- Charge 50$ per 60min. (Travel expenses may apply)

-Phone: 044 96 83 218

-Email: mouslopoulos@hotmail.com

-Website:www.math-physics-tutor.com&city=Sydney%2CAustralia&site=http://www.math-physics-tutor.com&ip=54.82.56.95&customerid=490&postid=763&cityid=1005');" href="http://www.math-physics-tutor.com" target="_blank">http://www.math-physics-tutor.com


-Location: Central Sydney.

-Education:
2010-2011 Dip Ed UNSW,
2002 PhD, M.Sc. in Theoretical Particle Physics, University of Oxford,UK.
1998 B.A. in Physics University of Ioannina

-Teaching Method:" Maieutics".



----- A Minimum Syllabus for College Physics -----

Algebra: properties of polynomials, including the solution of quadratics. Graph sketching and transformations of variables. Inequalities and their solution. Elementary trigonometry including relationships between sin, cos and tan (sum and difference formulae will be stated if required). Properties of logarithms and exponentials. Arithmetic and geometric progressions and the binomial expansion.

Calculus: differentiation and integration of polynomials including fractional and negative powers. Differentiation as finding the slope of a curve, and the location of maxima, minima and points of inflection. Integration as the reverse of differentiation and as finding the area under a curve. Simplifying integrals by symmetry arguments.

Mechanics: distance, velocity, speed, acceleration, and the relationships between them. Interpretation of graphs. Response to forces; Newton’s laws of motion; weight and mass; addition of forces; circular motion. Friction, air resistance, and terminal velocity. Levers, pulleys and other elementary machines. Springs and Hooke’s law. Kinetic and potential energy and their inter-conversion; other forms of energy; conservation of energy; power and work.

Waves and optics: longitudinal and transverse waves; amplitude, frequency, period, wavelength and speed, and the relationships between them. Basic properties of the electromagnetic spectrum. Reflection at plane mirrors. Refraction and elementary properties of prisms and lenses including total internal reflection (mathematical treatment not required). Elementary understanding of interference and diffraction.

Electricity and magnetism: current, voltage (potential difference), charge, resistance; relationships between them and links to energy and power. Elementary circuits including batteries, wires, resistors, filament lamps, diodes, capacitors, light dependent resistors and thermistors; series and parallel circuits. Elementary electrostatic forces and magnetism. Links between electricity and magnetism; electromagnets, motors, generators and transformers. Current as a flow of electrons; thermionic emission and energy of accelerated electron beams.

Natural world: atomic and nuclear structure; properties of alpha, beta and gamma radiation; half lives. Nuclear fission. Structure of the solar system. Phases of the moon and eclipses. Elementary treatment of circular orbits under gravity including orbital speed, radius, period, centripetal acceleration, and gravitational centripetal force. Satellites; geostationary and polar orbits. Elementary properties of solids, liquids and gases including responses to pressure and temperature.








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