Maxima and Minima of a function of two variables|Lecture 01|Application of Partial Differentiation

Application of Partial Differentiation|Maxima & Minima of a function of two independent variables|Lecture 01|ENGINEERING MATHEMATICS #engineeringmathematics1 #firstyearengineering #pradeepgiriupdate #maximaminima
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At (0, 0) we get maxima Maximum value is 4 At (2, 0) we get minima Minimum value is 0 The other 2 stationary points are (1, 1) and (1, -1). They are neither maximum nor minimum(saddle pt.)

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rt-s2 = 0 and r = 0 then what?

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STATIONARY POINTS : (0,0) (2,0) (1,1) (1,-1) MINIMUM VALUE 0 MAXIMUM VALUE 4

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00:02 The topic of Maximum and Minima is important and worth 6 marks for all students. 02:33 Finding stationary points and their values 04:53 Maxima and Minima of a function of two variables 08:12 Finding stationary points of a function 11:53 Finding stationary points of a function of two variables using partial differentiation 15:11 The video discusses finding the stationary points of a function of two variables 20:08 Calculate the values of RST by finding the values of R, S, and T. 23:54 Finding the extrema of a function using partial differentiation 28:15 Finding maxima and minima of a function of two variables 30:24 Finding the maxima and minima of a function of two variables using partial differentiation. 33:19 Finding the maximum and minimum values of a function of two variables Crafted by Merlin AI.00:02 The topic of Maximum and Minima is important and worth 6 marks for all students. 02:33 Finding stationary points and their values 04:53 Maxima and Minima of a function of two variables 08:12 Finding stationary points of a function 11:53 Finding stationary points of a function of two variables using partial differentiation 15:11 The video discusses finding the stationary points of a function of two variables 20:08 Calculate the values of RST by finding the values of R, S, and T. 23:54 Finding the extrema of a function using partial differentiation 28:15 Finding maxima and minima of a function of two variables 30:24 Finding the maxima and minima of a function of two variables using partial differentiation. 33:19 Finding the maximum and minimum values of a function of two variables Crafted by Merlin AI.00:02 The topic of Maximum and Minima is important and worth 6 marks for all students. 02:33 Finding stationary points and their values 04:53 Maxima and Minima of a function of two variables 08:12 Finding stationary points of a function 11:53 Finding stationary points of a function of two variables using partial differentiation 15:11 The video discusses finding the stationary points of a function of two variables 20:08 Calculate the values of RST by finding the values of R, S, and T. 23:54 Finding the extrema of a function using partial differentiation 28:15 Finding maxima and minima of a function of two variables 30:24 Finding the maxima and minima of a function of two variables using partial differentiation. 33:19 Finding the maximum and minimum values of a function of two variables Crafted by Merlin AI.00:02 The topic of Maximum and Minima is important and worth 6 marks for all students. 02:33 Finding stationary points and their values 04:53 Maxima and Minima of a function of two variables 08:12 Finding stationary points of a function 11:53 Finding stationary points of a function of two variables using partial differentiation 15:11 The video discusses finding the stationary points of a function of two variables 20:08 Calculate the values of RST by finding the values of R, S, and T. 23:54 Finding the extrema of a function using partial differentiation 28:15 Finding maxima and minima of a function of two variables 30:24 Finding the maxima and minima of a function of two variables using partial differentiation. 33:19 Finding the maximum and minimum values of a function of two variables

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Thank Q so much sir for a wonderful lecture ❤😊😊 Maxima at (0,0) and value=4 Minima at (2,0) and value=0

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hi i didn't get the maxomum points 0,0 could you elaborate please

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Sir answer Frist point==4 Second point== -8 3rd point== 2 4th point == 2

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Minima (2, 0) Minima values = 6 Maxima (- 2, 0) Maxima values = - 22

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According to me answer is maxima 4 at (0,0) And we get 3 stationary points 1.(0,0) 2.(1,1) 3.(1,-1)

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