'Log 10 1000 3' diaporamas de présentation

Chapter 10: Exponential and Logarithmic Functions

1.1k views • 74 slides

Data Structures & Algorithms

Data Structures & Algorithms. Week1. Contents. Textbook Grade Software. Textbook. C & Data Structures P. S. Deshpande, O. G. Kakde. Grade. Midterm test (20%) Final test (50%) Quizzes (25%) Attendance (5%). software. Visual C++ 2008. Exponents ???? (?????)

738 views • 42 slides

Math Analysis for Managers

Math Analysis for Managers. Properties of Numbers. Transitive Properties. If X, Y, and Z are real numbers, then. If X = Y and Y = Z then X = Z. Example: If X = Y and X = 5 then Y = 5. Properties of Numbers. Commutative Properties. If X and Y are real numbers, then.

453 views • 34 slides

Why Logs?

Why Logs?. From Calculating to Calculus. John Napier (1550-1617). Scottish mathematician, physicist, astronomer/astrologer 8th Laird (baron) of Merchistoun Famous for inventing logarithms

354 views • 25 slides

CSE 373: Data Structures and Algorithms

244 views • 24 slides

CSE 373: Data Structures and Algorithms

CSE 373: Data Structures and Algorithms. Lecture 4: Math Review/Asymptotic Analysis II. Functions in Algorithm Analysis. f ( n ) : {0, 1, ? } ? ? + domain of f is the nonnegative integers range of f is the nonnegative reals

359 views • 20 slides