Maxima and Minima Notes PDF: A function f(x) is said to have a local maximum at x = a if the value of f(a) is greater than all the values of f(x) in a small neighborhood of x = a. Mathematically, f (a) > f (a – h) and f (a) > f (a + h) where h > 0, then a is called the point of local maximum.

A function f(x) is said to have a local minimum at x = a, if the value of the function at x = a is less than the value of the function at the neighboring points of x = a. Mathematically, f (a) < f (a – h) and f (a) < f (a + h) where h > 0, then a is called the point of local minimum.

We are providing you Important Maxima and Minima Notes PDF which will be beneficial for exams like IIT JEE Mains & Advance, MHT CET, VITEEE, KIITEE, WBJEE, CBSE Board, ICSE Board, Class 12th, 11th.. These Notes are generalize is nature and you can always combine them with your own solving methods. Let’s take a look at the Maxima and Minima Notes PDF.

Maxima and Minima Notes PDF

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