a. If the following data is to be transmitted using a Hamming code with even parity, what bits are actually transmitted (add the Hamming bits in the correct places): 101101
b. Consider a system that sends 120 bit packets. The bit error rate on the link between the transmitted and receiver is 10-4. What is the probability of receiving a packet that is in error? If 120 extra bits are added to each packet to provide redundancy, resulting in Hamming Distance of 5, what is the probability of receiving a packet that cannot be decoded correctly?