Презентация на тему по математике Правила дифференцирования, 10 класс

by
We use this idea to get the gradient at

This branch of Mathematics is called Calculus

The gradient of a point on a curve equals

e.g.

3

12

So, the gradient of the curve at (2, 4) is 4

curve
e.g.

gradient of a line being

gradient of a line being

front and multiply”
Other curves and their gradient functions

x = 2, the gradient

= -4
Solution:
Solution:

= 1

for sums and differences of terms.

= 1, gradient m =
Using Gradient Functions

is defined as the gradient of the tangent at

The process of finding the gradient function is called differentiating

The function that gives the gradient of a curve at any point is called the gradient function

The rule for differentiating terms of the form

the following curves:
Exercises