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Z-Z-X; Z=Y-Z: ENQUEUE (Q.Z): DEQUEUE (Q,Y): X=Y-Z: ENQUEUE (Q.Y): Value of Y? Value of X? 3rd element in the Queue? Front in the Queue? Value of X? No. of elements in the Queue? TEST I. STACKS AND QUEUES SIMULATION. Simulate the following algorithms and answer the corresponding questions written on the opposite side of each statement. (40 points - 1 point each) ALGORITHM 1: CLEARSTACK(S); X=1; Y=2; Z=3; PUSH (S,Y); PUSH (S,Y); PUSH (S,Y*Y+2); PUSH (S,5); POP (S,X); Top of the stack? Value of Y? 2nd element of stack? POP (S,Z); POP (S,Y); PUSH (S,X+Y); PUSH (S,Y*Z); PUSH (S,X+1); X=Y; Value of X? Bottom of the Stack? No. of Elements in the Stack? Value of X? Y=Z; Z=X; PUSH (S,X+Y+Z); POP (S,Y); PUSH (S,Z); PUSH (S,X+Y); PUSH (S,Y*Z); POP (S,Z); POP (S,X); Z=Z-X; Z=Y-Z; PUSH (S,Z); POP (S,Y); X=Y-Z; PUSH (S,Y); ALGORITHM 2: CLEARQUEU(Q); Value of Z? Value of Y? 4th element of Stack? Top of the Stack? No. of elements in Stack? Value of Y? Value of X? Value of Y? Value of X? 3rd element of Stack? Top of the Stack? Value of X? No. of elements in Stack? X=1; Y=2; Z=3; ENQUEUE (Q,Y); ENQUEUE (Q,Y); ENQUEUE (Q,Y*Y+2); Front of the queue? Value of Y? 2nd element of queue? ENQUEUE (Q,5); DEQUEUE (Q,X); DEQUEUE (Q,Z); DEQUEUE (Q,Y); ENQUEUE (Q,X+Y); ENQUEUE (Q,Y*Z); ENQUEUE (Q,X+1); X=Y; Value of X? Rear of the Queue? No. of ElementQ in the Queue? Value of X? Y=Z; Z=X; ENQUEUE (Q,X+Y+Z); DEQUEUE (Q,Y); ENQUEUE (Q,Z); ENQUEUE (Q,X+Y); ENQUEUE (Q,Y*Z); DEQUEUE (Q,Z); DEQUEUE (Q,X); Value of Z? Value of Y? 4th element in the Queue? Front in the Queue? No. of elementQ in the Queue? Value of Y? Value of X?

Z-Z-X; Z=Y-Z: ENQUEUE (Q.Z): DEQUEUE (Q,Y): X=Y-Z: ENQUEUE (Q.Y): Value of Y? Value of X? 3rd element in the Queue? Front in the Queue? Value of X? No. of elements in the Queue? TEST I. STACKS AND QUEUES SIMULATION. Simulate the following algorithms and answer the corresponding questions written on the opposite side of each statement. (40 points - 1 point each) ALGORITHM 1: CLEARSTACK(S); X=1; Y=2; Z=3; PUSH (S,Y); PUSH (S,Y); PUSH (S,Y*Y+2); PUSH (S,5); POP (S,X); Top of the stack? Value of Y? 2nd element of stack? POP (S,Z); POP (S,Y); PUSH (S,X+Y); PUSH (S,Y*Z); PUSH (S,X+1); X=Y; Value of X? Bottom of the Stack? No. of Elements in the Stack? Value of X? Y=Z; Z=X; PUSH (S,X+Y+Z); POP (S,Y); PUSH (S,Z); PUSH (S,X+Y); PUSH (S,Y*Z); POP (S,Z); POP (S,X); Z=Z-X; Z=Y-Z; PUSH (S,Z); POP (S,Y); X=Y-Z; PUSH (S,Y); ALGORITHM 2: CLEARQUEU(Q); Value of Z? Value of Y? 4th element of Stack? Top of the Stack? No. of elements in Stack? Value of Y? Value of X? Value of Y? Value of X? 3rd element of Stack? Top of the Stack? Value of X? No. of elements in Stack? X=1; Y=2; Z=3; ENQUEUE (Q,Y); ENQUEUE (Q,Y); ENQUEUE (Q,Y*Y+2); Front of the queue? Value of Y? 2nd element of queue? ENQUEUE (Q,5); DEQUEUE (Q,X); DEQUEUE (Q,Z); DEQUEUE (Q,Y); ENQUEUE (Q,X+Y); ENQUEUE (Q,Y*Z); ENQUEUE (Q,X+1); X=Y; Value of X? Rear of the Queue? No. of ElementQ in the Queue? Value of X? Y=Z; Z=X; ENQUEUE (Q,X+Y+Z); DEQUEUE (Q,Y); ENQUEUE (Q,Z); ENQUEUE (Q,X+Y); ENQUEUE (Q,Y*Z); DEQUEUE (Q,Z); DEQUEUE (Q,X); Value of Z? Value of Y? 4th element in the Queue? Front in the Queue? No. of elementQ in the Queue? Value of Y? Value of X?

C++ Programming: From Problem Analysis to Program Design
C++ Programming: From Problem Analysis to Program Design
8th Edition
ISBN:9781337102087
Author:D. S. Malik
Publisher:D. S. Malik
Chapter18: Stacks And Queues
Section: Chapter Questions
Problem 21SA
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Solve 100% sure answer don't use chat gpt I have ai but not sure. Solve only 100% accuracy final answers no need guidelines no generalized answer okk just take ss and put answers for each and little explanation okkk 

Z-Z-X; Z=Y-Z: ENQUEUE (Q.Z): DEQUEUE (Q,Y): X=Y-Z: ENQUEUE (Q.Y): Value of Y? Value of X? 3rd element in the Queue? Front in the Queue? Value of X? No. of elements in the Queue?
Transcribed Image Text:Z-Z-X; Z=Y-Z: ENQUEUE (Q.Z): DEQUEUE (Q,Y): X=Y-Z: ENQUEUE (Q.Y): Value of Y? Value of X? 3rd element in the Queue? Front in the Queue? Value of X? No. of elements in the Queue?
TEST I. STACKS AND QUEUES SIMULATION. Simulate the following algorithms and answer the corresponding questions written on the opposite side of each statement. (40 points - 1 point each) ALGORITHM 1: CLEARSTACK(S); X=1; Y=2; Z=3; PUSH (S,Y); PUSH (S,Y); PUSH (S,Y*Y+2); PUSH (S,5); POP (S,X); Top of the stack? Value of Y? 2nd element of stack? POP (S,Z); POP (S,Y); PUSH (S,X+Y); PUSH (S,Y*Z); PUSH (S,X+1); X=Y; Value of X? Bottom of the Stack? No. of Elements in the Stack? Value of X? Y=Z; Z=X; PUSH (S,X+Y+Z); POP (S,Y); PUSH (S,Z); PUSH (S,X+Y); PUSH (S,Y*Z); POP (S,Z); POP (S,X); Z=Z-X; Z=Y-Z; PUSH (S,Z); POP (S,Y); X=Y-Z; PUSH (S,Y); ALGORITHM 2: CLEARQUEU(Q); Value of Z? Value of Y? 4th element of Stack? Top of the Stack? No. of elements in Stack? Value of Y? Value of X? Value of Y? Value of X? 3rd element of Stack? Top of the Stack? Value of X? No. of elements in Stack? X=1; Y=2; Z=3; ENQUEUE (Q,Y); ENQUEUE (Q,Y); ENQUEUE (Q,Y*Y+2); Front of the queue? Value of Y? 2nd element of queue? ENQUEUE (Q,5); DEQUEUE (Q,X); DEQUEUE (Q,Z); DEQUEUE (Q,Y); ENQUEUE (Q,X+Y); ENQUEUE (Q,Y*Z); ENQUEUE (Q,X+1); X=Y; Value of X? Rear of the Queue? No. of ElementQ in the Queue? Value of X? Y=Z; Z=X; ENQUEUE (Q,X+Y+Z); DEQUEUE (Q,Y); ENQUEUE (Q,Z); ENQUEUE (Q,X+Y); ENQUEUE (Q,Y*Z); DEQUEUE (Q,Z); DEQUEUE (Q,X); Value of Z? Value of Y? 4th element in the Queue? Front in the Queue? No. of elementQ in the Queue? Value of Y? Value of X?
Transcribed Image Text:TEST I. STACKS AND QUEUES SIMULATION. Simulate the following algorithms and answer the corresponding questions written on the opposite side of each statement. (40 points - 1 point each) ALGORITHM 1: CLEARSTACK(S); X=1; Y=2; Z=3; PUSH (S,Y); PUSH (S,Y); PUSH (S,Y*Y+2); PUSH (S,5); POP (S,X); Top of the stack? Value of Y? 2nd element of stack? POP (S,Z); POP (S,Y); PUSH (S,X+Y); PUSH (S,Y*Z); PUSH (S,X+1); X=Y; Value of X? Bottom of the Stack? No. of Elements in the Stack? Value of X? Y=Z; Z=X; PUSH (S,X+Y+Z); POP (S,Y); PUSH (S,Z); PUSH (S,X+Y); PUSH (S,Y*Z); POP (S,Z); POP (S,X); Z=Z-X; Z=Y-Z; PUSH (S,Z); POP (S,Y); X=Y-Z; PUSH (S,Y); ALGORITHM 2: CLEARQUEU(Q); Value of Z? Value of Y? 4th element of Stack? Top of the Stack? No. of elements in Stack? Value of Y? Value of X? Value of Y? Value of X? 3rd element of Stack? Top of the Stack? Value of X? No. of elements in Stack? X=1; Y=2; Z=3; ENQUEUE (Q,Y); ENQUEUE (Q,Y); ENQUEUE (Q,Y*Y+2); Front of the queue? Value of Y? 2nd element of queue? ENQUEUE (Q,5); DEQUEUE (Q,X); DEQUEUE (Q,Z); DEQUEUE (Q,Y); ENQUEUE (Q,X+Y); ENQUEUE (Q,Y*Z); ENQUEUE (Q,X+1); X=Y; Value of X? Rear of the Queue? No. of ElementQ in the Queue? Value of X? Y=Z; Z=X; ENQUEUE (Q,X+Y+Z); DEQUEUE (Q,Y); ENQUEUE (Q,Z); ENQUEUE (Q,X+Y); ENQUEUE (Q,Y*Z); DEQUEUE (Q,Z); DEQUEUE (Q,X); Value of Z? Value of Y? 4th element in the Queue? Front in the Queue? No. of elementQ in the Queue? Value of Y? Value of X?
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