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Tang Hao and his quest for the origins of a tradition
Recently a rising number of scholars, both in Asia and in the Western world, are tackling for the first time martial arts as an academic subject, exploring all their cultural features...
ACCA P3 Business Analysis
Below are list of models and important key areas in the syllabus.
Ch 1: Strategy
Different models for strategic planning process:
1. Rational Planning model - strategic choice...
Division by chunking
Let us try 567 divided by 22
With chunking, you multiply with the numbers that you are confident with such as 20, 10, 5 and 2
567 divided by 22
- 220 ...
Types of Error in Experimental Measurement
The two main classification of errors in the measurement of physical quantities are:
Systematic Errors and Random Errors
Random Errors are minimised by taking more than one readin...

Performer and analyst in dialogue: Edward T. Cone on 'Attacking a Brahms Puzzle'
M = Motif beginning with triplet upbeat to bar 1
A = Lyrical theme which can be seen in upper register, bars 1-4
B = Upper melodic line which can be seen bars 10-14
Mx = Melodic ex...

Glenn Gould - The Last Puritan?
Glenn Gould is one of the figures in 20th century music who truly deserves the title of 'cult figure'. For each person who cares about his output, his message seems to have a unique r...

Evotuition and other online portals
There are a number of portals and websites advertising online tutoring including, for example, Evotuition. The big advantage is that they enable tutors and students to match up regard...

Overcoming Nerves to give an engaging Presentation
When it comes to standing up in front of a room full of people, we are our own worse enemies. Our nerves can often get the better of us, a voice in our head tells us we are not inter...

WHY Mathematics
Why should anyone study mathematics? Should those in high school or college be forced to take math courses, even if their intended future profession does not require higher level ma...

The Riemann Hypothesis
1. The Riemann Hypothesis:
Euler studied the sum
zeta(s) = 1 + 2^(-s) +
3^(-s) + 4^(-s)...
for integers s>1 (clearly zeta(1) is infinite). Euler discovered a formula re...




