Concepts Of Limits|Left & Right Hand Limit

Concept Of Limits|OMR

Limits - Concept|Left Hand Limits & Right Hand Limits|Examples|Graphical Explanation|Understading Limits Of Some Special Functions|Algebraic Limits|OMR

Concept Of Limits|Left Hand Limit And Right Hand Limit|Existence Of Limit|OMR

Definition|Left Hand Limit And Right Hand Limit Of A Function|(Two-Sided) Limit|Exercise Questions|OMR

condition of existence of limit evaluation of right hand left hand limit

Gravimetric Analysis and Mole Concept, Concept of Limiting reagent and Yield of a Chemical Reaction

Concepts Of Limits|Exercise Questions|Algebra Of Limits|OMR

Let {x} denote the fractional part of x and f(x) = (cos^(-1) (1-{x}^2) sin^(-1)(1-{x}))/(({x})-{x}^3), x ne 0 . If L and R respectively denotes the left hand limit and the right hand limit of f(x) at x = 0 , then frac{32}{pi^2} (L^2+R^2) is equal to ____________.

Basics OF Limits Concept OF LHL and RHL

Problems based on special limits and Limit of the functions having Limit inbuilt