'Grows faster' presentation slideshows

91.102 - Computing II

427 views • 31 slides

472 views • 30 slides

The Growth of Functions

The Growth of Functions. Section 3.2. Section Summary. Donald E. Knuth ( Born 1938 ). Big-O Notation Big-O Estimates for Important Functions Big-Omega and Big-Theta Notation. Edmund Landau ( 1877-1938 ). Paul Gustav Heinrich Bachmann ( 1837-1920 ). The Growth of Functions.

1.68k views • 25 slides

Welcome to MM250

Welcome to MM250. To resize your pods: Place your mouse here. Left mouse click and hold. Drag to the right to enlarge the pod. Unit 9 Seminar: Algorithms. To maximize chat, minimize roster by clicking here. Algorithm: a step-by-step method for completing a task.

235 views • 16 slides

8.3 Relative Rates of Growth

8.3 Relative Rates of Growth. At 64 inches, the y-value would be at the edge of the known universe! (13 billion light-years). The function grows very fast. We could graph it on the chalkboard:. If x is 3 inches, y is about 20 inches:.

222 views • 11 slides

8.3 Relative Rates of Growth

8.3 Relative Rates of Growth. Greg Kelly, Hanford High School, Richland, Washington. At 64 inches, the y-value would be at the edge of the known universe! (13 billion light-years). The function grows very fast. We could graph it on the chalkboard:.

115 views • 11 slides

Class 26 : Question 1

Class 26 : Question 1. If a number very close to zero is divided by another number very close (not not equal) to zero, the result. A. must be a number very close to zero. B. must be a number very close to 1. C. could be any number. D. might not be a number at all. Class 26 : Question 2.

55 views • 5 slides