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- Modeling and simulation question Read the document "Monte Carlo Example" and watch the two videos on Monte Carlo Simulation and solve the following problem: Write a program to implement the theoretical logic of Monte Carlo simulation to (1) estimate the value of π based on the area under the curve of the COS(x) defined on the interval [0, π/2]. (2) Test your program using: N = your ID ( for example, if your student's ID = 0564321, the Input will be N = 564321). Submit your program with the output after running the program. MY ID 0161231The following statement is known: A = - A * (A + B ) - (B – C) / D question: a. Directed Acylic Graph (DAG)b. Quadruplesc. TriplesWrite program in C . A food based company wants their users to rate their newly launched food items, items are Burger, Broast, Rice, Roll, Handi, Platter, Kebabs, Sandwich, Shake, Kheer. Scoring can be done from 1 to 10, best towards worst respectively. Design a solution that saves the food items and then let users rate these food items along with their comments. A bar graph based on rating should also be printed Note: (Structures must be used to save the data) A sample run of the application is shown as follows: Enter score for Burger (1-10) 8 Enter reason for liking or disliking Fresh and juicy
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- ****GRADIENT DECENT-MACHINE LEARNING*** In measurements, straight relapse is a direct way to deal with demonstrate the connection between a reliant variable and at least one free factor. Let X be the autonomous variable and Y be the reliant variable. We will characterize a straight connection between these two factors as follows: Y = mX + c This is the condition for a line that you concentrated on in secondary school. m is the incline of the line and c is the y block. Today we will utilize this condition to prepare our model with a given dataset and anticipate the worth of Y for some random worth of X. Our test today is to decide the worth of m and c, with the end goal that the line relating to those values is the best fitting line or gives the base blunder. One method for tackling this issue is to utilize Gradient Decent (The reference here contain more subtleties of Gradient respectable and test code, attempt not use numpy in this inquiry): The Algorithm of slope good to find m…show agregation and compestion please//Test isEqual function cout << endl << "Testing isEqual function"; cout << endl << "------------------------" << endl; if (isEqual(s2, s3)) cout << "s2=\"" << s2 << "\" and s3=\"" << s3 << "\" are equal" << endl; else cout << "s2=\"" << s2 << "\" and s3=\"" << s3 << "\" are not equal" << endl; delete[] s3; s3 = getCopy(s2); if (isEqual(s2, s3)) cout << "s2=\"" << s2 << "\" and s3=\"" << s3 << "\" are equal" << endl; else cout << "s2=\"" << s2 << "\" and s3=\"" << s3 << "\" are not equal" << endl; bool isEqual(const charPtr s1, const charPtr s2){/*returns true if the cstring s1 is equal to the cstring s2Definition: Two c-strings s1 and s2 are equal if they have the same lengthand characters of s1 and s2 at corresponding indexes are the same.*/ }