Application of Derivatives in Nepali-Test for maxima and minima of the following:𝑓(𝑥)= 𝑥^3−3𝑥
The video should be taken as a reference material for the students of Business mathematics of class 12 in Nepal. This is part of a series where I will be solving all the questions of class 12 Business mathematics book. This particular video deals with the question: Test the following function for maxima and minima of the following:𝑖) 𝑓(𝑥)= 𝑥^3−3𝑥
0:00 Introduction
11:45 Steps Outline
14:35 Step 1: Finding first derivative of f(x)
16:15 Step 2: Calculating stationary points by solving f’(x) = 0
23:45 Step 3: Finding second derivative of f(x) by doing derivative of f’(x)
25:35 Step 4: Testing for maxima or minima at stationary points
30:00 Solution Recap
Видео Application of Derivatives in Nepali-Test for maxima and minima of the following:𝑓(𝑥)= 𝑥^3−3𝑥 канала Suraj Magar
0:00 Introduction
11:45 Steps Outline
14:35 Step 1: Finding first derivative of f(x)
16:15 Step 2: Calculating stationary points by solving f’(x) = 0
23:45 Step 3: Finding second derivative of f(x) by doing derivative of f’(x)
25:35 Step 4: Testing for maxima or minima at stationary points
30:00 Solution Recap
Видео Application of Derivatives in Nepali-Test for maxima and minima of the following:𝑓(𝑥)= 𝑥^3−3𝑥 канала Suraj Magar
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19 января 2025 г. 1:27:06
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