A-Level Maths: G1-05 [Differentiation: Graphs of Functions and Gradient Functions]

preview_player
Показать описание


  1. TLMaths
  2. Maths
  3. Mathematics
  4. Teaching
  5. Education
  6. A-Level
Рекомендации по теме
A-Level Maths: G1-05 0:05:02

A-Level Maths: G1-05 [Differentiation: Graphs of Functions and Gradient Functions]

A-Level Maths: G1-07 0:06:43

A-Level Maths: G1-07 [Differentiation: Graphing the Second Derivative]

A-Level Maths: G1-01 0:03:35

A-Level Maths: G1-01 [Differentiation: Gradient of a Straight Line]

A-Level Maths: G1-08 0:06:53

A-Level Maths: G1-08 [Differentiation: Graphing f’(x) and f’’(x) Example 1]

KS5 - Sketching 0:06:50

KS5 - Sketching the Gradient Function

Differentiation 13 • 0:10:02

Differentiation 13 • Sketching Gradient Functions • P1 Ex12J • 🤖

A-Level Maths: G1-09 0:06:28

A-Level Maths: G1-09 [Differentiation: Graphing f’(x) and f’’(x) Example 2]

A-Level Maths: G1-11 0:07:12

A-Level Maths: G1-11 [Differentiation: Differentiation From First Principles]

A-Level Maths G4-05 0:06:01

A-Level Maths G4-05 Differentiation: Introducing Connected Rates of Change

A-Level Maths: G1-06 0:02:55

A-Level Maths: G1-06 [Differentiation: Second Derivatives]

A-Level Maths G1-18 0:04:10

A-Level Maths G1-18 Differentiation: Differentiate sin(x) from First Principles using Limits

A-Level Maths: G1-03 0:05:35

A-Level Maths: G1-03 [Differentiation: Gradient of a Curve]

A-Level Maths: G1-20 0:04:03

A-Level Maths: G1-20 Differentiation: Convex & Concave / Concave Up & Concave Down

Sketching a Derivative 0:08:44

Sketching a Derivative from the Graph of a Function

A-Level Maths: G3-01 0:02:43

A-Level Maths: G3-01 [Gradients: Gradients of Functions]

A-Level Maths: G2-05 0:05:29

A-Level Maths: G2-05 [Differentiation: Dealing with Indices]

A-Level Maths: G2-10 0:02:32

A-Level Maths: G2-10 Differentiation: Differentiating ln(kx)

A-Level Maths: G1-10 0:06:11

A-Level Maths: G1-10 [Differentiation: Graphing f’(x) and f’’(x) Example 3]

Sketching Gradient Functions 0:07:08

Sketching Gradient Functions | AS-Level Maths

A-Level Maths G1-19 0:02:37

A-Level Maths G1-19 Differentiation: Differentiate cos(x) from First Principles using Limits

A-Level Maths: G1-04 0:02:30

A-Level Maths: G1-04 [Differentiation: Differentiating Polynomials]

A-Level Maths: G1-13 0:03:02

A-Level Maths: G1-13 [Differentiation: Differentiate x^2 + 2x + 1 from First Principles]

A-Level Maths: G1-12 0:02:57

A-Level Maths: G1-12 [Differentiation: Differentiate x^2 from First Principles]

AS Maths - 0:04:58

AS Maths - Pure - Sketching Gradient Functions

Комментарии
Автор

This was one topic I couldn't understand, thanks for explaining it well, it has really helped

Alice-jgso
Автор

Hi sir, I dont understand how when you draw the graph you say its positive but clearly when you derive it you point the line down its really confusing.

bumzini
Автор

@TLMaths I don't understand how to draw gradient function or how it works. I don't understand this question: A diagram shows the curve with the equation y =f(x). The curve has stationary points at (-1, 4) and (1, 0), and cuts the x- axis at (-3, 0).


Sketch the gradient function, y= f'(x), showing the coordinates of any points where the curve cuts or meets the x-axis.

gucci
Автор

How do we solve the ones with Asymptotes?

Benjiro