'Logarithm function' diaporamas de présentation

CS1020 Data Structures and Algorithms I Lecture Note #9

CS1020 Data Structures and Algorithms I Lecture Note #9. Analysis of Algorithms. Objectives. References. Programs used in this lecture. TimeTest.java CompareRunningTimes1.java CompareRunningTimes2.java CompareRunningTimes3.java. Outline. What is an Algorithm ?

742 views • 57 slides

2.8 Implicit Differentiation

2.8 Implicit Differentiation. Definition. We will say that a given equation in x and y defines the function f implicitly if the graph of y = f(x) coincides with a portion of the graph of the equation. Example: The equation implicitly defines functions.

905 views • 26 slides

D. R. Wilton ECE Dept.

454 views • 22 slides

Solving exponential and logarithmic equations

420 views • 21 slides

Unit 4: Relationship between 2 Variables

Unit 4: Relationship between 2 Variables. By Tyler, Morgan, Jeff and Nick. Big Idea.

238 views • 13 slides

Exponential Functions

Exponential Functions. If a > 0, a ? 1, f ( x ) = a x is a continuous function with domain R and range (0, ? ). In particular, a x > 0 for all x . If 0 < a < 1, f ( x ) = a x is a decreasing function . If a > 1, f is an increasing function.

595 views • 12 slides

MATH AND MUSIC

833 views • 11 slides

4011 - Natural Logarithm Function

4011 - Natural Logarithm Function. BC Calculus. f(t) . The Natural Logarithmic Function. 0. .405. .693. .916. 1.098. f(t) . The Natural Logarithmic Function. -.223. -.511 . -.916. -1.609. f(t) H(x) . The Natural Logarithmic Function.

210 views • 10 slides

Logarithm

Logarithm. By: Riry Sriningsih, S.Si., M.Sc. Fridgo Tasman, S.Pd., M.Sc . Logarithm . Logarithm is an invers of exponent. Therefore between logarithm and exponent have relation as follow: a x = b then x = a log b, where b>0, a>0 and a ? 1 a is base of logarithm b is numerous

859 views • 10 slides

Applied Calculus (MAT 121) Dr. Day Friday March 9, 2012

Applied Calculus (MAT 121) Dr. Day Friday March 9, 2012. Derivatives of Exponential Functions( 5.4) Review Derivative Rules Rules for Exponential Functions Using and Applying the Derivative. Exponential Functions. Big Ideas What are Exponential Growth and Exponential Decay?

241 views • 9 slides