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By Guardian at 04/29/2008 - 07:05
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Here is a list of topics for Number Theory Workshops. Remember the idea of the workshops is to work on concepts and approach to proplem solving. An announcement would be made shortly on the availability of these workshops.
Number Theory Workshop - I - Topic: Integers
Integers
Even and Odd
Positive and Negative
Factors and Factorization – LCM/HCF
Prime and Composite
The ZERO
Divisibility
Divisor, Quotient and Remainder
Divisibility Tests
Cyclic Properties to determine units digit
Remainder Theorem
Problem Solving
Powers of algebric expressions
(a+b)^n AND (a-b)^n
a^n - b^n AND a^n + b^n
How to find squares quickly
Number Theory Workshop - II - Topic - Non - Integers
Non Integers
Rational/Irrational numbers
Percentages
Fractions
Ratio Proportion
Inequalities
Exponents and radicals
Laws of exponents
Squares and Square roots
Even and Odd roots
Direct and inverse proportion
work problems
pipes and cisterns
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The ScoreChase live workshop on Number theory has been announced. The workshop will take place on Saturday, May 10th at 10:00am EST and is expected to go on for 2 hours. The time is subject to change. Remember as the last time the number of seats is limited to allow for personal attention and Question and Answer session. You can order the workshop from here (you must be logged in to ScoreChase to be able to order, registration is free).
The main aim of this workshop is to work on concepts and solve some problems to strengthen the concepts. After the workshop you will also have access to some practice questions where you can practice the learnt concepts. If you have any questions, please contact us or post your question in the PreSales questions forum. The topics include:
Number Theory Workshop - I - Topic: Integers
Integers
Even and Odd
Positive and Negative
Factors and Factorization – LCM/HCF
Prime and Composite
The ZERO
Divisibility
Divisor, Quotient and Remainder
Divisibility Tests
Cyclic Properties to determine units digit
Remainder Theorem
Problem Solving
Powers of algebric expressions
(a+b)^n AND (a-b)^n
a^n - b^n AND a^n + b^n
How to find squares quickly
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