2. Déjà vu for those that attend class. Inscribe a circle inside a squre of side length 1. Using a standard method desribed in class, numerically determine through a python script that used random numbers the value of the geometric constant π. FYI, the accuracy of your answer will depend on the number of your random draws.
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- Use the web to learn how to use the LocalDate Boolean methods isBefore(), isAfter(), and equals(). Use your knowledge to write the PastPresentFuture2 program that prompts a user for a month, day, and year, and then displays a message specifying whether the entered day is in the past, is today (the current date), or is in the future. An example of the program is shown below: Enter a month >> 10 Enter a day >> 23 Enter a year (four digits) >> 2021 2021-10-23 is in the future Current code: import java.util.*; import java.time.*; public class PastPresentFuture2 { public static void main (String args[]) { LocalDate today = LocalDate.now(); LocalDate enteredDate; int mo, da, yr; int todayMo, todayDa, todayYr; Scanner input = new Scanner(System.in); System.out.print("Enter a month >> "); mo = input.nextInt(); System.out.print("Enter a day >> "); da = input.nextInt(); System.out.print("Enter a….In class DrawDemo, create a new method named -drawTriangle. This method should create a pen (as in the drawSquare method) and then draw a green triangle.Write a static method that draws an arrow line from astartingpoint to an ending point in a pane using the following method header:public static void drawArrowLine(double startX, double startY,double endX, double endY, Pane pane) Write a test program that randomly draws an arrow line, as shown in Figure.
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- Calculating the area under a curve is a standard problem in numerical methods. What you will develop is an app that calculates and displays the area under a range of curves. Figure 1: Area under the curve of y = x2 over the range 1 to 2, with 1 trapezoid. The area can be calculated by drawing one or more polygons (trapezoids) that approximate the curve. We start by drawing a trapezoid that encompasses our curve between the given limits and the x-axis, so for equation 1 of table 1, it looks like figure 1. We then calculate the area of the trapezoid. Notice that the trapezoid over-estimates the true area. With enough (smaller) trapezoids we can get a very good approximation to the area under the curve (see figure 2). The sum of the area of the smaller trapezoids is the area under the curve. The area of a trapezoid is given by: A = ½ (h1 + h2) d Plot graphs of the equations in table 1 for varying (input) total numbers of trapezoids. Compute and display the area between each curve and…Create a new Java project called PalindromeTester: In the main class create a recursive boolean method called isPalindromeR that calls itself recursively to determine if the string parameter is a palindrome. Students may use the logic in the text or the code we created in class together. In the main class create a iterative boolean method called isPalindromeI solves the problem iteratively. Add code to your Main() to ask the user for a string (JOptionPane), pass the string to both isPalindrome methods, and print out the reply.Write a Python program that draws a circle, triangle, square and octagon using Turtle graphics. The program will prompt the user how many sides each shape has. The valid sizes are: 0 - for circle 3 - for triangle 4 - for square 8 - for octagon When the user selects a number from the options above, the application will draw the shapes. Each shape is to be implemented using a method. You will also implement a main method that demonstrates each of the methods that draws each shape. If the user selects an invalid option, the program must provide an invalid response and prompt the user to enter another selection. There will be five methods in total. For example, if the user selects 0 which is the option to draw a circle, the program must prompt the user for the radius. The radius will be used to draw the circle. The program will prompt the user if they would like to add an additional shape. If they choose "Yes", the program will prompt the user for the amount of sides and draw another…
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