Port List: Fa1, Fa2, Fa3, Fa4, Fa5, Fa6, Fa7, Fa8, Fa9, Fa10, Fa11, Fa12, None . 1. The switch will forward the frame out which port(s)? YES or NO: 1. The switch adds the source MAC address to the MAC table. 2. The frame is a broadcast frame and will be forwarded to all ports. 3. The frame is a unicast frame and will be sent to a specific port ...

Port List: Fa1, Fa2, Fa3, Fa4, Fa5, Fa6, Fa7, Fa8, Fa9, Fa10, Fa11, Fa12, None. 1. The switch forwards the frame out which port(s)? YES or NO: 1. The switch adds the source MAC address to the MAC table. 2. The frame is a broadcast frame and will be forwarded to all ports. 3. The frame is a unicast frame and will be sent to a specific port only. 4.

construct FA3 from FA1 and FA2 such that FA3=FA1+FA2 first build transition table for FA3 and then constructFA3 Your solution’s ready to go! Our expert help has broken down your problem into an easy-to-learn solution you can count on.

a). Carry out the hexadecimal addition FA1 + 9BC using the pencil and paper method of addition. DO NOT convert the hex numbers to decimal. b). Carry out the binary multiplication 110001001 x 1001 efficiently using the pencil and paper method of multiplication. Show all work. DO NOT convert the binary numbers to decimal.

Question: Is b in fa1; a2; a3g? How many vectors are in fa1; a2; a3g?b. IsbinW?HowmanyvectorsareinW?c. Show that a1 is in W .

Construct FA3 from FA1and FA2 such that FA3 = FA1 + FA2First build transition table for FA3 (as discussed inlectures) and then construct FA3. Your solution’s ready to go! Our expert help has broken down your problem into an easy-to-learn solution you can count on.

1. Two fine aggregate (FA1 and FA2) were obtained from the field. A sieve analysis was performed on each sample, and the samples (originally 500g in mass) were each brought to the oven dry condition (OD) and weighed. Data was obtained for each of the aggregates and is presented in the tables below. Table 1. Results from sieve analysis.

Question: You are given two Finite Automata (FA), FA1 and FA2, as shown below. We want to use the algorithm of Kleene's theorem to construct a FA3 for the union language: FA1 + FA2. Answer the following questions. What are the two languages defined by the two FAs? Describe the languages using English sentences or regular expressions.

You are given two Finite Automata (FA), FA1 and FA2, as shown below.On a piece of paper, use the algorithm of Kleene's theorem to construct FA3, the union language FA1 + FA2. Then answer the following question:How many final states does FA3 have?(your answer must be a integer number, such as 5!)6310

Port List: Fa1 Fa2 Fa3 Fa4 Fa5 Fa6 Fa7 Fa8 Fa9 Fa10 Fa11 Fa12 None. In figure 5-2, PC OF is sending a frame to PC OC. Based on the switch's MAC table entries, answer the questions that follow. You will choose the corresponding port(s) from the above Port List.