模块四 3.1 Maxima and Minima(下) 微积分是高等数学中研究函数的微分、积分以及有关概念和应用的数学分支,它是数学的一个基础学科,是理工科院校一门重要的基础理论课。它推动了其他学科的发展,推动了人类文明与科学技术的发展,它的作用是举足轻重的。微积分(I)是本
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The theory of maxima and minima for functions of several variables follows closely the lines of the theory for functions of one variable described in DC. Thus there are generalizations of the Mean Value Theorem (here abbreviated, as in DC, to MVT) and Taylor's Theorem, and criteria for the...
The theory of maxima and minima for functions of several variables follows closely the lines of the theory for functions of one variable described in DC. Thus there are generalizations of the Mean Value Theorem (here abbreviated, as in DC, to MVT) and Taylor's Theorem, and criteria for the...
1 Determine the local minima and maxima of the functionf:[0,∞)→Rf:[0,∞)→R f(x)=x−−√(x−5)24.f(x)=x(x−5)24. Doesffhave a maximum or minimum? Computing the derivative gets me here: f′(x)=14(2(x−5)x−−√+(x−5)22x√),f′(x)=14(2...
Maxima and Minima -absolute maximum/minimum if higher/lower than all f(x) in domain -local max + min if higher/lower than all f(x) on interval I -if an absolute max/min, usually also local *endpts can only be absolute max/min ...
0 Calculus about inflection point, maxima and minima 2 Global Maxima and Minima of a function? 2 How to distinguish between global maxima/minima and local maxima/minima of a function? 0 Absolute maxima and absolute minima 1 Quartic function increasing , decreasing , global and lo...
software to solve problems Compute maxima and minima, and apply other optimization techniques Explain, using proper terminology, ideas of calculus and solve computational problems Express ideas of Calculus in oral and written form Academic Honesty: Cheating and plagiarism will not be tolerated in this ...
• Compute limits, derivatives and antiderivatives and apply them in context • Analyze graphs of functions and use them to solve problems • Use modern software to solve problems • Compute maxima and minima, and apply other optimization techniques ...
9.11.1 Solving for Maxima-Minima 9.11.2 Applying Linear Programming 10. Special Topics 10.1 Conic Sections: Parabolas 10.1.1 An Introduction to Conic Sections 10.1.2 An Introduction to Parabolas 10.1.3 Determining Information about a Parabola from Its Equation ...