In this **program**, we will read height, radius from the user and **calculate** the surface area, **volume**, of the cone. **Program**/Source Code: The source code **to calculate** the surface area and **volume** of Cone is given below. The given **program** is compiled and executed successfully. **Program** **to** Find **Volume** **of** Cylinder. Before going into the **program**, let's see how we find the **volume** **of** cylinder. Formula for **Volume** **of** Cylinder = pie * (r*r) * h. Where, 'r' represents the radius of cylinder. 'h' represents the height of cylinder. Let's see different ways to find **volume** **of** cylinder. By **Using** Static Value; By User. The source code **to calculate** the surface area and **volume** of Sphere is given below. The given **program** is compiled and executed successfully. // **Java program to calculate** the surface area // and **volume** of Sphere import **java**.util.Scanner; public class Main { public static void main( String [] args) { Scanner SC = new Scanner ( System.in); double. **Java program to calculate** area & **volume** of sphere, cone and cylinder **using** method overriding. Online **Java** OOPs **programs** and examples with solutions, explanation and output for computer science and information technology students pursuing BE, BTech, MCA, MTech, MCS, MSc, BCA, BSc. Find step by step code solutions to sample **programming** questions with syntax and. OUTPUT: 1. Cube 2. Cuboid 3. Sphere 4. Cylinder enter your choice: 1 Enter value for side: 10 The surface area for cube is=600.0 The **volume** of cube=1000.0. Author: RajaSekhar. Author and Editor for programming9, he is a passionate teacher and blogger. Prev. **Java program to calculate** area & **volume** of sphere, cone and cylinder **using** method overriding. Online **Java** OOPs **programs** and examples with solutions, explanation and output for computer science and information technology students pursuing BE, BTech, MCA, MTech, MCS, MSc, BCA, BSc. Find step by step code solutions to sample **programming** questions with syntax and. length * width * height. There's a lot to unpack with this code. Aside from the extremely wrong stuff, there's a lot of bad OOP here as well. And I'm just now seeing the main () function. Yikes. IMHO, **using** OOP **to calculate** the **volume of a box** is overkill. Your **objects** would be length, width, height and **volume**. I am **writing** a code to measure the surface area **of a box** and **volume** of the **box**. Finally, I got it to works. Now the challenges are I have to make 4 **object** and and store it into array and then use enhanced for loop to go through each **box** in the array.

Provided list of Simple **Java Programs** is specially designed for freshers and beginners to get familiarize with the concepts of **Java programming** language and become pro in coding. Approach: Take input/declare the height, radius of cylinder. Then **calculate** the **volume by using** the formula. The **Java volume** of a Cuboid. The amount of space inside the Cuboid is called **Volume**. If we know the length, width, and height of the Cuboid then we can **calculate** the **volume using** the formula: **Volume** of a Cuboid = Length * Breadth * Height. The **volume** of a Cuboid = lbh. The Lateral Surface Area of a Cuboid = 2h (l + w). Your **program** should contain three functions, each called Cal **Volume** and returning a double. The volumes should be **calculated** according to the following formulas: The **volume of a box** is its width multiplied by its height multiplied by its length. The **volume** of a sphere is —4 3 πr3 where r is the radius of the sphere. **Object** parameters are declared with the keyword **object**. The values of **object** parameters are C++ objects, which can hold arbitrary data and can be constructed in various ways in NED. Although **object** parameters were introduced in OMNeT++ only in version 6.0, they are now the preferred way of passing structured data to modules.. From the above **Java Program to** find **Volume** and Surface Area of Sphere screenshot, you can observe that we have entered the Radius of a Sphere = 6. The Surface Area of a Sphere is. Surface Area = 4πr². Surface Area = 4 * Math.PI * radius * radius; Surface Area =. **Volume** of a Sphere. The amount of space inside the given sphere is known as **Volume**. We can **calculate** the **volume** as follows: **Volume** of a Sphere = 4 * π * (radius 2) **Java** Code to find the surface area and **volume** of a sphere. Following is the source code of our **java program to calculate** the surface area and **volume** of the sphere. **Java program** to find the sum of the digits and reverse of a number; **Java program** to check anagram string; **Java program** to remove all vowels from a string; **Java program** to find the sum of two complex numbers; **Java program** to count and display the total number of **objects** created to a class; **Java program** to find the **volume** of cube, rectangular **box**. length * width * height. There's a lot to unpack with this code. Aside from the extremely wrong stuff, there's a lot of bad OOP here as well. And I'm just now seeing the main () function. Yikes. IMHO, **using** OOP **to calculate** the **volume of a box** is overkill. Your **objects** would be length, width, height and **volume**.

View Answers. March 24, 2011 at 11:46 AM. **calculate volume** of cube, cylinder and rectangular **box using** method overloading **in java**. March 24, 2011 at 1:44 PM. Hope this will help you : class Overload { double area (float l, float w, float h) { return l * w * h; } double area (float l) { return l * l * l; } double area (float r, float h) { return. **Java Program to calculate** Area **using** Abstract Class and Methods. In this tutorial we will be learning how to define a abstract class and methods. Placing a abstract keyword before the class name defines the class as abstract. Same follows for methods also. If we place abstract keyword before a method, we cannot define body of the method. **Write a program to calculate** the **volume** of **box** and cylinder **object** with input/output specifications as described below: Command Prompt Repeatedly asking users for valid selection of **object**: 'b' for **box** and 'C' for cylinder 1 D:\temp\SECJ1013\Topic4>assg2 b - **Box** c - Cylinder Choose **object** (b/c): k b - **Box** lc - Cylinder Choose **object** (b/c): b 1. Declare an integer variable say ‘ r ’ and take the value of it as user input. ‘ r ‘ holds the radius value of hemisphere. Call findVol () method by passing the radius as parameter. Inside method, declare the value of pie i.e 3.14. Then find the **volume** of hemisphere **using** the formula (2/3) * pie * (radius of hemisphere) ^3. 1. Double volume=(22*r*r*h)/(3*7); The formula to find out the **volume** **of** **a** cone here. 1. System.out.println("Volume Of Cone is:" +volume); - Output displayed here. So you got an idea how the **java** **program** works to find the **volume** **of** **a** cone. Here is another example method for you. Provided list of Simple **Java Programs** is specially designed for freshers and beginners to get familiarize with the concepts of **Java programming** language and become pro in coding. Approach: Take input/declare the height, radius of cylinder. Then **calculate** the **volume by using** the formula. **Volume** Formula Used for Cuboid => length x width x height=> l x b x h. Formula Explanation: We know that **volume** **of** an **object** is calculated by the total space any **object** occupies. Therefore, in the case of cuboid, the **volume** is determined by multiplying the dimensions of these faces, i.e. length, width and height. OUTPUT : : /* C++ **program** to find **Volume using** Function Overloading */ Enter radius and height of a cylinder: 8 12 Enter side of cube: 2 Enter radius of sphere: 3 **Volume** of cylinder is 2411.52 **Volume** of cube is 8 **Volume** of sphere is 113.04. Above is the source code and output for C++ **program** to find **Volume using** Function Overloading which is.

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