Decrypt message 088 - 164 - 051 - 164 - 021 - 074 usint RSA system with n=17*11, e=13

01 02 Q3 Q4 Q5 Q6 Q7 Q8 Q9 Q10 Q11 Q12 Q13 Q14 Q15 Q16 Q17 Q18 Q19 020 Q21 022 023 Q24 Q25 Q26 Q27 Faurd Fau/u FaU/1 Fau/2 Fa0/2 RT1 Fa0/1 Fa0/1 PC1 PC2 PC3 Refer to the exhibit PC1 issues an ARP request because it needs to send a packet to PC2. In this scenario, what will happen next? O Time Left 00:48:24 RT1 will send an ARP reply with its Fa0/0 MAC address. RT1 will send an ARP reply with the PC2 MAC address PC2 will send an ARP reply with its MAC address SW1 will send an ARP reply with its Fa0/1 MAC address. 19 of 60 Questions Skip Question

Data communication

AR 0003 DR 004F AR 025 PC 102

Passive RC High Pass Filter 1. Analyze the HP filter in Figure 8 and determine the following (Use the Background Information provided in the Module 03: Passive RC Filters file or see table in section 1.6 of Sedra/Smith textbook): a. RC Time Constant b. Corner frequency c. Transfer Function (for physical frequencies) Vout(jo)/Vin(jw) d. Note: It is worth the effort to use Excel, MATLAB, or similar product or application to perform these calculations. Otherwise, it will consume a lot of time calculating each value manually using a calculator. e. Plot the Magnitude Response in dB [20log|Magnitude Response]] semi-log graph from 100Hz to 100KHz using the data points for the frequencies in the table below. FGEN 5Vpp sine wave Ground 10nF R Probe 16k O-scope Probe GND Figure 8: Passive High Pass Filter

How many bytes can be stored by a 2Gbps (gigabits per second) link with a delay or latency of 3.2 ms (milliseconds). Note: a byte has 8 bits

in hamming coding system(7,3) shown as ; 3 test bit and 7 total bit (test+data) and test bits are shown as (c1,c2,c3...) or (p1,p2,p3...) bit series coded in haming(15,4) is recieved as 0011001110111000(p1,p2,....,d11) on reciever side according to this bit series; what is the (d1,d2,...d11) ?

Distinguish the fundamental differences between synchronous and isochronous connections, and give an example of each.

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In a message, how many possible parity bits may be found?