Local maxima and minima | Calculus in a Nutshell | LetThereBeMath |
The first derivative of a function represents the gradient at a specified point along the horizontal axis. This property allows us to define stationary points along the function which can be either a maximum or a minimum within a specified region. Additionally, we explain what inflection points are.
Видео Local maxima and minima | Calculus in a Nutshell | LetThereBeMath | канала Let there be math
Видео Local maxima and minima | Calculus in a Nutshell | LetThereBeMath | канала Let there be math
Показать
Комментарии отсутствуют
Информация о видео
Другие видео канала
Voltage adder op amp | Electronic Circuits | LetThereBeMath |
Surface integral example | Vector Calculus | LetThereBeMath |
Y9|M1|1|8 - Long division example 1 | Year 9 Maths | LetThereBeMath |
Y9|M1|3|6 - Gradient of a line | Year 9 Maths | LetThereBeMath |
More examples of integrals of the form f'(x)/f(x) | LetThereBeMath |
Y9|M1|1|36 - Compound Interest | Year 9 Maths | LetThereBeMath |
Y9|M1|1|24 - More percentages | Year 9 Maths | LetThereBeMath |
Introducing line integrals | Vector Calculus | LetThereBeMath |
Y9|M1|1|35 - Investment banking | Year 9 Maths | LetThereBeMath |
Y9|M1|3|14 - Graphical solution of simultaneous equations | Year 9 Maths | LetThereBeMath |
Y9|M1|2|5 - Linear equations | Year 9 Maths | LetThereBeMath |
Cross product and Geometry | Vector Algebra | LetThereBeMath |
Commutability of Operators | Quantum Mechanics | LetThereBeMath |
Fundamental theorem of Line Integrals | Vector Calculus | LetThereBeMath |
Green's theorem example | Vector Calculus | LetThereBeMath |
Integration by Parts | Calculus in a Nutshell | LetThereBeMath |
Complex algebra | Complex Analysis | LetThereBeMath |
Y9|M1|3|3 - Lines with two intercepts examples | Year 9 Maths | LetThereBeMath |
Double integrals with polar coordinates 3 | Calculus in a Nutshell | LetThereBeMath |
Double integrals in polar coordinates | Calculus in a Nutshell | LetThereBeMath |