Write a SystemVerilog module for the following function, as defined by the truth table. Use assign statements, and express the equation in minimized sum-of-products (SOP) form. The module declaration for part (a) is below. Fill in the body of the module. Name the other modules: ex1b and ex1c. module ex1a(input logic a, b, c,                     output logic y); // Fill in the body of the module.

Explain the function by describing what are the parameters, arguments , variables, input and mainline logic are about and used for. def display_state_details(state_code,district_code):     print(state_code,district_code,end="") def display_vehicle_number(vehicle_code,vehicle_number):     print(vehicle_code,vehicle_number) def main():    state_code=input("Enter the state code:")        district_code=int(input("Enter the district number:"))        vehicle_code=input("Enter vehicle code:")        vehicle_number=int(input("Enter the vehicle number:"))        print("The generated licenses plate number is:")        display_state_details(state_code,district_code)        display_vehicle_number(vehicle_code,vehicle_number)    if __name__ == "__main__":    main()

Write a C++ program to declare local variables of a = 5 and b = 10 as an integer data type. Perform logical operations for each AND, OR, and NOT cases. For each of this case, demonstrate one output of true (one or non-zero) and one output of false (zero). Show your program and the output screen.

PLEASE USE C PROGRAMMING TO CODE THIS PROBLEM. EXPLAIN the logic with us of a diagram if possible, or clear enough that i can write this code if I was to ever come across a problem like it again Description Given a board with N rows and M columns, the rows are numbered from 1 to N from top to bottom, and the columns are numbered from 1 to M from left to right. Each element has one diagonal wall which either runs from top-left corner to bottom-right corner, or runs from top-right corner to bottom-left corner. Now given Q queries, you have to output which column the ball will fall out at the bottom row if you put it on top of the board at specific column. (The ball will naturally fall down due to gravity.)   The following figure is a sample. If you drop the ball at column 2, the ball will fall out at the left side. If you drop the ball at column 5, the ball will be stuck in the board. If you drop the ball at column 3, the ball will eventually fall out at column 2.   Input First line…