Maxima and Minima 11: Application of Derivatives|class12|Long type questions|In Bengali

Описание: Please watch: "Inverse Trigononetric Function|বিপরীত বৃত্তীয় অপেক্ষক|part 1||Bengali @Maths Explain -By Basanta "
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INTRODUCTION

In the previous chapters, we have learnt about various applications of differentiation. In this chapter, we will use differentiation to find the maximum and minimum values of differentiable functions in their domains. In the end of the chapter, we will discuss applications of maxima and minima in solving some applied problems.

MAXIMUM AND MINIMUM VALUES OF A FUNCTION IN ITS DOMAIN

MAXIMUM Let f (x) be a real function defined on an interval [a, b]. Then, f (x) is said to have the

maximum value in [a, b], if there exists a point c in [a, b] such that f (x) ≤ f(c) for all x = [a, b].

In such a case, the number f(c) is called the maximum value of f (x) in the interval [a, b] and the point c is called a point of maximum value of f in the interval [a, b].


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If there is any confusion in the maxima and minima chapter, then watch the video from beginning to end.


Maybe we can say that you will not have any more confusion.We just started Maximum and Minimum in this video. We will start question Solve from the next video.

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Maxima minima part2👉   • Maxima and Minima: 02|চরম ও অবম মান| Appli...  


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