The algorithm shown in Figure 1 is used to convert decimal number to its equivalent binary number. 1. START 2. Create a stack 3. Enter a decimal number which has to be converted into its equivalent binary form. 4. Iterationl (while number > 0) 4.1 digit = number $ 2 4.2 Push digit into the stack Divide the number by 2 4.3 5. End iterationl 6. Iteration2 (while stack is not empty) 6.1 Pop digit from the stack 6.2 Print the digit 7. End iteration2 8. STOP

Database System Concepts
7th Edition
ISBN:9780078022159
Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Chapter1: Introduction
Section: Chapter Questions
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1. The algorithm shown in Figure 1 is used to convert decimal number to its
equivalent binary number.
1. START
2. Create a stack
3. Enter a decimal number which has to be converted
into its equivalent binary form.
4. Iterationl (while number > 0)
4.1 digit = number $ 2
4.2 Push digit into the stack
4.3 Divide the number by 2
5. End iterationl
6. Iteration2 (while stack is not empty)
6.1 Pop digit from the stack
Print the digit
6.2
7. End iteration2
8. STOP
Figure 1
Convert the algorithm in Figure 1 to C++ statements by implementing linked
list in stack concept. You are required to develop a complete program.
Transcribed Image Text:1. The algorithm shown in Figure 1 is used to convert decimal number to its equivalent binary number. 1. START 2. Create a stack 3. Enter a decimal number which has to be converted into its equivalent binary form. 4. Iterationl (while number > 0) 4.1 digit = number $ 2 4.2 Push digit into the stack 4.3 Divide the number by 2 5. End iterationl 6. Iteration2 (while stack is not empty) 6.1 Pop digit from the stack Print the digit 6.2 7. End iteration2 8. STOP Figure 1 Convert the algorithm in Figure 1 to C++ statements by implementing linked list in stack concept. You are required to develop a complete program.
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