This is not specific to any exam. Each article highlights how difficult problems can be solved say in 3 steps instead of conventional 10 steps.
Under this section we will solve typical math problems that a student might find difficult when preparing for competitive tests such as SSC CGL, CAT, GRE etc. We will also cover Secondary school level or even occasionally Olympiad level problems.
The chief criteria that will be common to the problems here will be three:
We don't like to deal with laborious problems. Generally each of these problems can be solved in a number of ways.
As we teach efficient problem solving as a subject, we will always try to find the easiest way to solve a problem explaining the strategy and the process that were required to reach such a quick solution.
It means, each problem and its solution that we explain here won't just be for that specific problem. More importantly, the underlying concepts about how the solution was reached efficiently and in very quick time, form the most valuable treasure to be recognized and owned by the student by understanding the concepts and applying the concepts in future problems.
Quick solution to SSC CGL level School Trigonometry problems explained by solving two SSC CGL level school Trigonometry problems using intelligent methods.
Simple and intelligent approach to solve Trigonometry problems shown by solving two SSC CGL level school math problems using basic and advanced techniques.
How to solve difficult surds problems in a few simple steps explained by solving hand selected complex surds problems using suitable surds techniques.
Learn how to solve ratio and proportion mixture problems conceptually at lightning speed using basic concepts on mixture and alligation.
Learn how to solve mixture problems with two or more liquids mixed in given ratios. Basic ratio mixture concepts are explained by solving selected problems.
Chosen difficult algebra problems are solved quickly in very few steps. The problems are solved by no tricks, but easy algebra problem solving techniques.
Three difficult algebra problems solved to show how simple and intelligent solution methods work using eight techniques of intelligent problem solving.
A few hard algebra problems are solved quickly in a few simple steps. How to solve a hard algebra problem easily by problem solving techniques explained.
Simple, quick and intelligent solutions of time distance problems in a few steps are explained using two selected time and distance MCQ problems.
In man hour work problems, if 8 men work for 3 hours, 24 man hours work amount is done. Then it is easy to say 4 men are needed to do same work in 6 hours.
