'Approaches c' presentation slideshows

Relativistic Quantum Mechanics

Relativistic Quantum Mechanics. Four Vectors. The covariant position-time four vector is defined as x 0 =ct, x 1 =x, x 2 =y, x 3 =z And is written compactly as x m. Lorentz Transformations.

1.4k views • 26 slides

Section 1.2

Section 1.2. Introduction to Limits. Definition of Limit. If f ( x ) becomes arbitrarily close to a unique number L as x approaches c from either side, the limit of f ( x ) as x approaches c is L . This is written as.

392 views • 25 slides

A Preview of Calculus

A Preview of Calculus. Lesson 2.1. What Do You Think?. What things could be considered the greatest achievements of the human mind?. It's the Greatest!. Consider that all these things emerged because of technological advances Those advances relied on CALCULUS !

419 views • 18 slides

The limit as x approaches a number whose function value is definite:

A limit gives us language for describing how function values (y-values) behave as the domain values (x-values) approach some particular number (or ? or -?). In other words, a limit tells us:

313 views • 15 slides

1.2 An Introduction to Limits

1.2 An Introduction to Limits. We have a point discontinuity at x = 1. What happens as from the left and from the right?. as x approaches 1. .75 .9 .99 .999 1 1.001 1.01 1.1. x f(x). 2.31 2.71 2.97 2.99. ?. 3.003 3.03 3.3. f(x) aproaches 3.

302 views • 13 slides

Section 1.5: Infinite Limits

Section 1.5: Infinite Limits. Vertical Asymptote. If f ( x ) approaches infinity (or negative infinity) as x approaches c from the right or the left, then the line x = c is a vertical asymptote of the graph of f. Infinite Limits. The limit statement such as

253 views • 12 slides

INFINITE LIMITS

277 views • 7 slides