Continuity and Differentiability
Sketch Notes T esting Continuity and Discontinuity of a Function Differentiation Differentiation technicque – substitution method Differentiation by quotient rule Parametric differentiation Mean Value Theorem
Sketch Notes T esting Continuity and Discontinuity of a Function Differentiation Differentiation technicque – substitution method Differentiation by quotient rule Parametric differentiation Mean Value Theorem
A function that approaches an output (l) for the given input (c) is called limit function of a variable x. Represented by Left hand and right hand limits are called one sided limits. Left Hand Limit and Right Hand Limit are represented by Let us consider f(x) = x + 4, then, on approaching the…
Important Formulae Determinants Concept Maps Determinant of Matrices Solving Linear equations using determinant method Determinants Part-2 Determinants Lecture Part-3 Area of a Triangle using Determinants Method Crammer’s Rule of Solving Linear Equations