CBSE Class 12-science Maths Maxima - Minima - I Derivative Test
Learn CBSE Class 12 Science Mathematics Applications of Derivatives – Maxima Minima I Derivative Test with TopperLearning’s Maths expert. In our chapter videos, our expert explains how to use the first derivative test for solving maxima and minima problems. Grasp the accurate steps to solve algebraic and trigonometric problems by watching our concept videos.
At TopperLearning, you will find CBSE Class 12 Science Maths Sample Q&A wherein you can practise Maxima Minima multiple choice questions. In addition, prepare for your Class 12 Maths board examination with TopperLearning’s sample papers, textbook solutions, previous years’ papers and more.
-
Maxima and Minima by first derivative test
This video explains how to solve algebraic and trigonometric problems of Ma -
Algebraic and trigonometric problems of maxima and mini
Understand and solve algebraic and trigonometric problems of maxima and min -
Maxima and Minima using first derivative test
This video covers examples and concepts related to algebraic and trigonomet
-
solve this aod question
- ex 6.5 maths q 3 - vii
-
What will be the answer for this question?
- An inverted cone has a depth of 40 cm and a base radius of 5cm. Water is poured into it at a rate of 1.5 cubic centimetres /minute . find the rate at which the level of water in cone is rising when the depth is 4cm. explain in great detail
-
The maximum and the minimum values, if any of the following functions f (x) = 3x2 + 6x + 8,
-
The maximum and the minimum values, if any of the following functions
f (x) = –| x – 1 | + 5 for all
-
The maximum and the minimum values, if any of the following functions
f (x) = sin 3x + 4,
-
The maximum and the minimum values, if any of the following functions
f(x) = x3 + 1 for all
-
The maximum and the minimum values, if any of the following functions
f(x) = sin (sin x) for all
-
The maximum and the minimum values, if any of the following functions
f (x) = |x + 3| for all
