Maths Resources (page 34)
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Multiplication: Easy way
Easy way of multiplying numbers ending with 5 by itself.If we multiply some number ending with 5, suppose 25 by 25, then first multiply the last digits 5 by 5 which gives 25 and then ...
Special numbers
Composite numbers are whole numbers that has at least at least one positive divisor, other than 1 or that number itself. All the whole numbers greater than 1 are either a prime number...
Eton King`s Scholarship 11+ common entrance exam maths analysis
I will analyse the above maths question
from the Eton King s Scholarship 2014 exam paper. 9
a) Given are 4 conditions, we
know the 3 angles of the triangle in terms of x and y...
How to find the mean, median, mode and range of a data set
A research team is interested in how many T-shirts people own. They interviewed 10 people and the results are shown below:4,7,4, 10, 1, 3, 6, 2, 12, 4, 5Find the mean, median, mode an...
Developing Thinking in Mathematics
I would like to point you in the direction of three books
that I return to over and over again to improve the way I teach
mathematics.
______
Developing Thinking in Algebra
by...
Problem-solving: What is it and how do we do it better?
In mathematics in general (as well as reflected in school criteria sheets) there are two main areas of which both need mastery in order to be good at maths: technical processes and pr...
On compactifications and the topological dynamics of definable groups
We discuss definable compactifications and topological dynamics. For G a group definable in some structure M, we define notions of "definable" compactification of G and "definable" ac...
Root-Mean-Square
INTRODUCTION.
The root mean square (RMS/rms) value of a set of data, aka quadratic mean, is a statistical measure - a type of average - defined as the square root of the mean square ...
The Markov Property
The Markov property
Pr (X_(n+1)=x ?| X_1= x_1,X_2= x_2,.,X_n= x_n)= Pr (X_(n+1)=x ?| X_n= x_n),
Pr (X_1= x_1,X_2= x_2,.,X_n= x_n)>0
Pr (Xn+1 = x | X1 = x1, X2 = x2, ., Xn = xn...
History of Maths: Pi
The discovery and refinement of Pi and its properties has been a continual process from Ancient civilisations through to modern times. The process of identifying the mathematical prop...