Root Finding You are to write a program named Lab5a_Act1.py that will find one single root of a cubic polynomial. A cubic polynomial is of the form: f(x) = Ax² + Bx² + Cx + D We are only concerned with single ronts Method for Finding a Single Root: One valid method for finding a single root uses a bisection procedure. With this method, we are trying to find an interval on x such that the root lies in this interval, but the interval width is yery small. So, we are not trying to find a value of x sych that f(x) is exactly zero. Instead, we are trying to find an interval on x which contains the root and Which is of arbitrarily smll width. Let's assume that we know that a single root lies between x = a and x = b. We can express this interval as [a, b]. Let's also assume that we know that a < b so that a lies to the left of b on the x-axis. There are two cases to consider: 1. Case 1: The plotted curve is increasing from left to right. (See Case 1 in figure above/left.) a. Therefore, f(a) is negative and f(b) is positive, provided that neither x = a nor x = b is a root. b. If the interval [a, b] is wider than a specified tolerance, we bisect the interval. This involves finding x = p such that p is halfway between a and b. c. Our new interval will either be [a, p] or [p, b]. How do we choose? d. First, evaluate f(p). i. If f(p) < 0, replace a such that the new interval is [p, b]. i. If f(p) > 0, replace b such that the new interval is [a, p]. e. Note that after the bisection, the interval is half the width of the previous interval. f. Continue this procedure until we find an interval of width < tolerance and specify either of the interval limits as the root. 2. Case 2: The plotted curve is decreasing from left to right. (See Case 2 in figure above/left.) a. Therefore, f(a) is positive and f(b) is negative, provided that neither x = a nor x = b is a root. b. If the interval [a, b] is wider than a specified tolerance, we bisect the interval. This involves finding x = p such that p is halfway between a and b. c. Our new interval will either be [a, p] or [p, b]. How do we choose? d. First, evaluate f (p). i. If f(p) > 0, replace a such that the new interval is [p, b]. i. If f(p) < 0, replace b such that the new interval is [a, p]. e. Note that after the bisection, the interval is half the width of the previous interval. f. Continue this procedure until we find an interval of width < tolerance and specify either of the interval limits as the root.

This code is in Ada code in Ada Please    Not in C code    Please type your solution out in working code don't just give me an example they may just confuse me more    Below is Number_Theory.adb   with Ada.Numerics.Generic_Elementary_Functions;   package body Number_Theory is      -- Instantiate the library for floating point math using Floating_Type.    package Floating_Functions is new Ada.Numerics.Generic_Elementary_Functions(Floating_Type);    use Floating_Functions;    function Factorial(N : in Factorial_Argument_Type) return Positive is    begin       -- TODO: Finish me!       --       -- 0! is 1       -- N! is N * (N-1) * (N-2) * ... * 1       return 1;    end Factorial;    function Is_Prime(N : in Prime_Argument_Type) return Boolean is       Upper_Bound     : Prime_Argument_Type;       Current_Divisor : Prime_Argument_Type;    begin       -- Handle 2 as a special case.       if N = 2 then          return True;       end if;         Upper_Bound := N - 1;       Current_Divisor…

Must be in C# and this assignment only Rare Collection. We can make arrays of custom objects just like we’vedone with ints and strings. While it’s possible to make both 1D and 2D arrays of objects(and more), for this assignment we’ll start you out with just one dimensional arrays.Your parents have asked you to develop a program to help them organize the collectionof rare CDs they currently have sitting in their car’s glove box. To do this, you will firstcreate an AudioCD class. It should have the following private attributes. String cdTitle String[4] artists int releaseYear String genre float conditionYour class should also have the following methods: Default Constructor: Initializes the five attributes to the following default values:◦ cdTitle = “”◦ artists = {“”, “”, “”, “”}◦ releaseYear = 1980◦ genre = “”◦ condition = 0.0 Overloaded Constructor: Initializes the five attributes based on values passedinto the formal parameters◦ If condition is less than 0.0 or greater than 5.0,…

Need urgent help with Python Decorator creation Never used python decorator before Answer the following questions in the Python decorator context. Your answers should be written in a Markdown file. The quality of answers matters!! What is higher-order function and how it is different from functor? What are First-class objects? What is the significance of functions being First-class objects? What are inner functions? What is the major benefit of inner functions and why is it important for decorator Why @ symbol is called syntactic sugar? What's the biggest advantage of using it when decorators are used? How would it help Python's weak OOP encapsulation of Class? (Hint: google "Python @Property decorator")