# The Idea of Limits x1.91.991.9991.999922.00012.0012.012.1 f(x)f(x)

## Presentation on theme: "The Idea of Limits x1.91.991.9991.999922.00012.0012.012.1 f(x)f(x)"— Presentation transcript:

The Idea of Limits x1.91.991.9991.999922.00012.0012.012.1 f(x)f(x)

The Idea of Limits x1.91.991.9991.999922.00012.0012.012.1 f(x)f(x)3.93.993.9993.9999un- defined 4.00014.0014.014.1

The Idea of Limits x1.91.991.9991.999922.00012.0012.012.1 g(x)g(x)3.93.993.9993.999944.00014.0014.014.1 x y O 2

approaches to, but not equal to

The Idea of Limits x-4-3-201234 g(x)g(x)

The Idea of Limits x-4-3-201234 h(x)h(x) un- defined 1234

does not exist.

Limits at Infinity Consider

Generalized, if then

Theorems of Limits at Infinity

Contoh - contoh

The Slope of the Tangent to a Curve

The slope of the tangent to a curve y = f(x) with respect to x is defined as provided that the limit exists.

The increment △ x of a variable is the change in x from a fixed value x = x 0 to another value x = x 1.

(A) Definition of Derivative. The derivative of a function y = f(x) with respect to x is defined as provided that the limit exists.

Contoh Soal

Rumus-Rumus Diferensial

Contoh - contoh

Soal Latihan

Download ppt "The Idea of Limits x1.91.991.9991.999922.00012.0012.012.1 f(x)f(x)"

Similar presentations