Suppose that the bits in the message are independently corrupted (flipped) during transmission with probability e. with an extra parity bit sent along with the original information, a message can be corrected by the receiver if at most one bit in the entire message (including the parity bit) has been corrupted. suppose we want to ensure that the correct message is received with probability at least 1 – d. what is the maximum feasible value of n? calculate this value for the case e =0.0002 and d = 0.01. note that the total length of the message including the parity bit is n+1

If you embed a word table into powerpoint, what happens when you make edits to the embedded data? a. edits made to embedded data change the data in the source file; however, edits made to the source file will not be reflected in the embedded data. b. edits made to embedded data will change the data in the source file, and edits made to the source file will be reflected in the embedded data. c. edits made to embedded data don't change the data in the source file, nor will edits made to the source file be reflected in the embedded data. d. edits made to embedded data don't change the data in the source file; however, edits made to the source file will be reflected in the embedded data.