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Expression of Mathematics since ancient times has been through numbers. Hence the study of JEE Mathematics must have at least a revision of numbers and their elementary properties.
Indices are an integral component of not only arithmetic but also algebra. Hence an exposure to their properties is in order in a JEE foundation programme.
Remainder theorem deals with division of one polynomial by another. This knowledge comes in handy in many parts of JEE Mathematics later and hence a module is created in the JEE foundation programme on it.
Inequalities are learnt only on a peripheral basis in school curriculum and hence an attempt is made to offer an exposure to very basic Inequalities in this module for JEE foundation programme.
Absolute value function appears in collusion with several other concepts in competitive Mathematics. Hence a basic video on it has been included in the JEE foundation programme.
Equations are essentially vehicles to solving Mathematical problems of every kind and hence introduction to basic techniques of solving them is integral to this JEE foundation programme.
All advanced techniques of dealing with plane and solid figures are manifestations of Pure Geometry. Hence a revision of the more important areas of it are included in this JEE foundation programme.
Precise and concise symbolic expressions of Mathematical statements is a prerequisite for solving a problem correctly. Logic serves this end and hence finds itself present in this JEE foundation programme.
Logarithms and their algebraic properties connect several dots in subsequent study of JEE mathematics . Hence a module on it in the JEE foundation programme is included.
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