АCTIVITY 3.1b A Famous Puzzle, the Tower of Hanoi is a puzzle invented by Edouard Lucas in 1883. The puzzle consists of three pegs and a number of disks of distinct diameters stacked on one of the pegs such that the largest disk is on the bottom, the next largest is placed on the largest disk, and so on. The objective of the puzzle is to transfer the tower to one of the other pegs. The rules require that only one disk be moved at a time and that the larger disk may not be placed on a smaller disk. All pegs may be used. Determine the minimum number of moves required to transfer all of the disks to another peg for each of the following situations: a) You start with only one disks b) You start with two disks. c) You start with three disks. d) You start with four disks. e) You start with five disks. ) You start with w disks. Complete the table below based from the result of the activity. Number of Disks Number of Moves Cumulative Sum of Moves 1 2 3 4 5

What is a race condition? Give an example

What types of mental pictures come to mind when you think of email? Where does an email really go after it's been sent? Put together a rundown of everything you can think of that you know right now. I was wondering if someone could explain the thinking behind these variations. Which of your models best exemplifies the range of complexity you've encountered?

Describe the plot of the first chapter of the great gatsby.in your description include how the setting affect the plot.use example from the text to support your description