Random points on a circle Program Plan: Import required packages. Define the main class “E25” that extends the “Application” class. The method “start ()” overrides the start method in the “Application” class. Declare required variables and array. Loop from 0 through 5. Get the angles from the user and store them in the array. Sort the array. Create a polygon using “new Polygon ()”. Set the color to fill and set the stroke color. Create a pane and set its width and height. Create a list to store the points. Loop from 0 through 5. Add the points to the list. Create a circle using “new Circle ()”. Set the color and stroke color for the circle. Add the circle and polygon to the pane. Create a scene and place it on the stage. Display the stage. Define the “main ()” method. Launch the application.

Question

Want to see the full answer?

Answer 1

Question

Chapter 14, Problem 14.25PE

Program Plan Intro

Random points on a circle

Program Plan:

Import required packages.

Define the main class “E25” that extends the “Application” class.

The method “start ()” overrides the start method in the “Application” class.

Declare required variables and array.

Loop from 0 through 5.

Get the angles from the user and store them in the array.

Sort the array.

Create a polygon using “new Polygon ()”.

Set the color to fill and set the stroke color.

Create a pane and set its width and height.

Create a list to store the points.

Loop from 0 through 5.

Add the points to the list.

Create a circle using “new Circle ()”.

Set the color and stroke color for the circle.

Add the circle and polygon to the pane.

Create a scene and place it on the stage.

Display the stage.

Define the “main ()” method.

Launch the application.

Expert Solution & Answer

Want to see the full answer?

Check out a sample textbook solution

See solution

Students have asked these similar questions

My daughter is a Girl Scout and it is time for our cookie sales. There are 15 neighbors nearby and she plans to visit every neighbor this evening. There is a 40% likelihood that someone will be home. If someone is home, there is an 85% likelihood that person will make a purchase. If a purchase is made, the revenue generated from the sale follows the Normal distribution with mean $18 and standard deviation $5. Using @RISK, simulate our door-to-door sales using at least 1000 iterations and report the expected revenue, the maximum revenue, and the average number of purchasers. What is the probability that the revenue will be greater than $120?

Q4 For the network of Fig. 1.41: a- Determine re b- Find Aymid =VolVi =Vo/Vi c- Calculate Zi. d- Find Ay smid e-Determine fL, JLC, and fLE f-Determine the low cutoff frequency. g- Sketch the asymptotes of the Bode plot defined by the cutoff frequencies of part (e). h-Sketch the low-frequency response for the amplifier using the results of part (f). Ans: 28.48 2, -72.91, 2.455 KS2, -54.68, 103.4 Hz. 38.05 Hz. 235.79 Hz. 235.79 Hz. 14V 15.6ΚΩ 68kQ 0.47µF Vo 0.82 ΚΩ V₁ B-120 3.3kQ 0.47µF 10kQ 1.2k0 =20µF Z₁ Fig. 1.41 Circuit for

a. [10 pts] Write a Boolean equation in sum-of-products canonical form for the truth table shown below: A B C Y 0 0 0 1 0 0 1 0 0 1 0 0 0 1 1 0 1 0 0 1 1 0 1 0 1 1 1 1 0 1 1 0 a. [10 pts] Minimize the Boolean equation you obtained in (a). b. [10 pts] Implement, using Logisim, the simplified logic circuit. Include an image of the circuit in your report.