Database System Concepts
7th Edition
ISBN: 9780078022159
Author: Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Publisher: McGraw-Hill Education
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Transcribed Image Text:PRG-2.
Rewrite program 5 (reversing a stack) using an array.
![Program 5 Reversing a string using a stack (continued)
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5 #include "stack.cpp"
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**************
int main ()
{
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// Instantiation of a stack object and two string objects
Stack <char> stack;
string origin;
string reversed;
// Input a string
cout << "Enter a string to be reversed:";
getline (cin, origin);
// Pushing the copy of characters in the origin string into the stack
for (int i = 0; i < origin.size(); i++)
{
stack.push (origin [i]);
}
// Popping the stack and adding characters to the reversed string
while (!stack.empty())
{
reversed.push_back (stack.top());
stack.pop();
}
// Printing both string for comparison
cout << "Original string: " << origin << endl;
cout << "Reversed string: " << reversed;
return 0;](https://content.bartleby.com/qna-images/question/5483afab-7850-40f6-959f-e698dea1419a/b87f0ae9-0903-4452-aa1e-039cc1777644/2k8fn38_processed.png)
Transcribed Image Text:Program 5 Reversing a string using a stack (continued)
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5 #include "stack.cpp"
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**************
int main ()
{
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31 }
// Instantiation of a stack object and two string objects
Stack <char> stack;
string origin;
string reversed;
// Input a string
cout << "Enter a string to be reversed:";
getline (cin, origin);
// Pushing the copy of characters in the origin string into the stack
for (int i = 0; i < origin.size(); i++)
{
stack.push (origin [i]);
}
// Popping the stack and adding characters to the reversed string
while (!stack.empty())
{
reversed.push_back (stack.top());
stack.pop();
}
// Printing both string for comparison
cout << "Original string: " << origin << endl;
cout << "Reversed string: " << reversed;
return 0;
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- C++Create 1 million integers randomly and store them in an array. Find the 100 smallest integers and print them. Use a Priority Queue implemented by Heap using array, and print the execution time too.arrow_forward5. fast please Convert the following infix expression into its prefix and postfix equivalents: a / b - (c + d * e) / f * g For any postfix, show the final transformed expression using the stack method for transformation as explained in class showing all the relevant steps. For the prefix, show any needed reversion and the final transformed expression using the stack method for transformation as explained in class showing all the relevant steps. Draw and sequence your diagrams clearlyarrow_forwardi want the program in javaarrow_forward
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