I am trying to solve the following question (picture included). I have created the code in python but I needed translate this code into C++. So please solve this question in c++.

import sys line_number = 0 for current_line in sys . stdin: current_line = current_line. strip() line_number = line_number + 1 if line_number % 2 == 0: if previous_value == "True" : previous_value = 1 p = int(previous_value) elif previous_value != "True": previous_value = 0 p = int(previous_value) if current_line == "True" : current_line = 1 q = int(current_line) elif current_line != "True": current_line = 0 q = int(current_line) print("not(p and q)= ", not(p and q), "\\tnot(p) or not(q) = ", not(p) or not(q)) previous_value = current_lineQuestion 6 - De Morgan's Laws De Morgan's Laws https : / /en . wikipedia. org/wiki/De_Morgan:27s_laws are a set of relationships between two Boolean variables where the not, and, and or operators are involved. Design a program that reads paired lines of input - where a blank line represents boolean false and a non-blank line represents boolean true - and outputs evidence that De Morgan's Laws hold for that pair of boolean values. Code one (1) and one (1) implementation of your program. Read input lines from stdin and output to stdout. You can assume an even number of input lines. A sample input file can be found at /usr/ share/syde121/assignment1/q6sample . txt Recalling Instruction 2, the Teaching Team approves of you using the @std: : boolalpha I/O manipulator from the iostream module to make your output easier to interpret