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Consider the following pseudo-code to perform push and pop operation on a stack using enqueue(EQ) and dequeue(DQ) operations on 2 queues q1 and q2. Let x be an element to be pushed in the stack. answer the following questions.
push(q1,q2,x)
{
if(q1 is empty)
{
EQ(q2,x);
}
Else
{
EQ(q1,x);
}
 
}
pop(q1, q2)
{
if (q1 is empty)
{
if (q2 is empty) 

print “stack underflow”;
Exit;
}
else
{
while(q2 does not contain one element)
{
k= DQ(q2);
EQ(q1,k);
}
Return (DQ(q2));
}
}
Else
{
while(q1 does not contain one element)
{
k= DQ(q1);
EQ(q2,k);
}
Return (DQ(q1));
}
}
If we perform 8 push and 2 pop operations on the above algorithm then total how many enqueue and dequeue operations are performed on queues?
    Correct answer is '36'. Can you explain this answer?
    Most Upvoted Answer
    Consider the following pseudo-code to perform push and pop operation o...
    8 push operation is equivalent to 8 EQ operation.
    2 pop operation is equivalent = 1st pop and 2nd pop one after the other
    1st pop operation = (7 DQ(q1) + 7 EQ(q2) + 1 DQ(q1) )
    2nd pop operation = (6 DQ(q2) + 6 EQ(q1) + 1 DQ(q2) )
    Total =8EQ+ 15 DQ + 13 EQ = 36
    Hence the correct answer is 36.
    Free Test
    Community Answer
    Consider the following pseudo-code to perform push and pop operation o...
    8 push operation is equivalent to 8 EQ operation.
    2 pop operation is equivalent = 1st pop and 2nd pop one after the other
    1st pop operation = (7 DQ(q1) + 7 EQ(q2) + 1 DQ(q1) )
    2nd pop operation = (6 DQ(q2) + 6 EQ(q1) + 1 DQ(q2) )
    Total =8EQ+ 15 DQ + 13 EQ = 36
    Hence the correct answer is 36.
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    Consider the following pseudo-code to perform push and pop operation on a stack using enqueue(EQ) and dequeue(DQ) operations on 2 queues q1 and q2. Let x be an element to be pushed in the stack. answer the following questions.push(q1,q2,x){if(q1 is empty){EQ(q2,x);}Else{EQ(q1,x);}}pop(q1, q2){if (q1 is empty){if (q2 is empty){print “stack underflow”;Exit;}else{while(q2 does not contain one element){k= DQ(q2);EQ(q1,k);}Return (DQ(q2));}}Else{while(q1 does not contain one element){k= DQ(q1);EQ(q2,k);}Return (DQ(q1));}}If we perform 8 push and 2 pop operations on the above algorithm then total how many enqueue and dequeue operations are performed on queues?Correct answer is '36'. Can you explain this answer?
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    Consider the following pseudo-code to perform push and pop operation on a stack using enqueue(EQ) and dequeue(DQ) operations on 2 queues q1 and q2. Let x be an element to be pushed in the stack. answer the following questions.push(q1,q2,x){if(q1 is empty){EQ(q2,x);}Else{EQ(q1,x);}}pop(q1, q2){if (q1 is empty){if (q2 is empty){print “stack underflow”;Exit;}else{while(q2 does not contain one element){k= DQ(q2);EQ(q1,k);}Return (DQ(q2));}}Else{while(q1 does not contain one element){k= DQ(q1);EQ(q2,k);}Return (DQ(q1));}}If we perform 8 push and 2 pop operations on the above algorithm then total how many enqueue and dequeue operations are performed on queues?Correct answer is '36'. Can you explain this answer? for Computer Science Engineering (CSE) 2024 is part of Computer Science Engineering (CSE) preparation. The Question and answers have been prepared according to the Computer Science Engineering (CSE) exam syllabus. Information about Consider the following pseudo-code to perform push and pop operation on a stack using enqueue(EQ) and dequeue(DQ) operations on 2 queues q1 and q2. Let x be an element to be pushed in the stack. answer the following questions.push(q1,q2,x){if(q1 is empty){EQ(q2,x);}Else{EQ(q1,x);}}pop(q1, q2){if (q1 is empty){if (q2 is empty){print “stack underflow”;Exit;}else{while(q2 does not contain one element){k= DQ(q2);EQ(q1,k);}Return (DQ(q2));}}Else{while(q1 does not contain one element){k= DQ(q1);EQ(q2,k);}Return (DQ(q1));}}If we perform 8 push and 2 pop operations on the above algorithm then total how many enqueue and dequeue operations are performed on queues?Correct answer is '36'. Can you explain this answer? covers all topics & solutions for Computer Science Engineering (CSE) 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for Consider the following pseudo-code to perform push and pop operation on a stack using enqueue(EQ) and dequeue(DQ) operations on 2 queues q1 and q2. Let x be an element to be pushed in the stack. answer the following questions.push(q1,q2,x){if(q1 is empty){EQ(q2,x);}Else{EQ(q1,x);}}pop(q1, q2){if (q1 is empty){if (q2 is empty){print “stack underflow”;Exit;}else{while(q2 does not contain one element){k= DQ(q2);EQ(q1,k);}Return (DQ(q2));}}Else{while(q1 does not contain one element){k= DQ(q1);EQ(q2,k);}Return (DQ(q1));}}If we perform 8 push and 2 pop operations on the above algorithm then total how many enqueue and dequeue operations are performed on queues?Correct answer is '36'. Can you explain this answer?.
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