2. (20 points) Given the following sets representing processes, and resources, and edges, respectively, and also...
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2. (20 points) Given the following sets representing processes, and resources, and edges, respectively, and also resource instances, draw a resource allocation graph representing this information: P= {P1, P2, P3, P4} R={R1, R2, R3, R4} E =(PI RI (P2 R4, R1 P2) (R2 P2(R2 PIX(R3 P3 P4 R4) Resource information: One instance of R1. Two instances of R2. Three instance of R3. Five instances of R4. Is there a deadlock in this graph? 2. (20 points) Given the following sets representing processes, and resources, and edges, respectively, and also resource instances, draw a resource allocation graph representing this information: P= {P1, P2, P3, P4} R={R1, R2, R3, R4} E =(PI RI (P2 R4, R1 P2) (R2 P2(R2 PIX(R3 P3 P4 R4) Resource information: One instance of R1. Two instances of R2. Three instance of R3. Five instances of R4. Is there a deadlock in this graph?
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