Write a program to read an integer N and write out the base 2 representation of Ne.g. ifN=8 then the program should print to the screen 1000. If N=17, the program shouldwrite out 10001 etc. An algorithm to compute the base 2 representation of a number isas follows:Initialise Num to NInitialise digit to 0Declare an integer array all to hold the binary digitsRepeat until Num=-0:Assign to digit the remainder of the division of Num by 2Assign to Num the result of the integer division of Num by 2Save digit into the next location in array al]End RepeatWrite out the array all in reverse orderFor example, to compute the binary representation of 19, we do the following:19/2 = 9 remainder 19/2 = 4 remainder 14/2 = 2 remainder 02/2 = 1 remainder 01/0 = 0 remainder 1Reading the remainders from bottom to top, we see that the binary representation of 19is 10011Write out as an answer19 in base 2 is 10011

We should repeat until N becomes 0 So, we can specify the condition as while(N!=0)

Write a program to read an integer N and write out the base 2 representation of Ne.g. if N=8 then the program should print to the screen 1000. If N=17, the program should write out 10001 etc. An algorithm to compute the base 2 representation of a number is as follows:

Write a program to read an integer N and write out the base 2 representation of Ne.g. if N=8 then the program should print to the screen 1000. If N=17, the program should write out 10001 etc. An algorithm to compute the base 2 representation of a number is as follows:

C++ Programming: From Problem Analysis to Program Design

8th Edition

ISBN:9781337102087

Author:D. S. Malik

Publisher:D. S. Malik

Chapter8: Arrays And Strings

Section: Chapter Questions

Problem 11PE

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Question

Write a program to read an integer N and write out the base 2 representation of Ne.g. if
N=8 then the program should print to the screen 1000. If N=17, the program should
write out 10001 etc. An algorithm to compute the base 2 representation of a number is
as follows:
Initialise Num to N
Initialise digit to 0
Declare an integer array all to hold the binary digits
Repeat until Num=-0:
Assign to digit the remainder of the division of Num by 2
Assign to Num the result of the integer division of Num by 2
Save digit into the next location in array al]
End RepeatWrite out the array all in reverse order
For example, to compute the binary representation of 19, we do the following:
19/2 = 9 remainder 1
9/2 = 4 remainder 1
4/2 = 2 remainder 0
2/2 = 1 remainder 0
1/0 = 0 remainder 1
Reading the remainders from bottom to top, we see that the binary representation of 19
is 10011
Write out as an answer
19 in base 2 is 10011

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