CHALLENGE 2.6.2 Sphere volume. АCTVITY Given sphere_radius and pi, compute the volume of a sphere and assign sphere_volume with the volume. Volume of sphere = (- 13.0) n r %3D Sample output with input: 1.0 Sphere volume: 4.19

Database System Concepts
7th Edition
ISBN:9780078022159
Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Chapter1: Introduction
Section: Chapter Questions
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### Challenge Activity: 2.6.2 Sphere Volume

#### Instructions:

Given `sphere_radius` and `pi`, compute the volume of a sphere and assign `sphere_volume` with the volume. The formula for the volume of a sphere is:

\[ \text{Volume of sphere} = \left(\frac{4.0}{3.0}\right) \pi r^3 \]

#### Sample Output with Input: 1.0

```
Sphere volume: 4.19
```

#### Sample Code:

```python
pi = 3.14159
sphere_volume = 0.0

sphere_radius = float(input())

# Your solution goes here

print('Sphere volume: {:.2f}'.format(sphere_volume))
```

### Explanation:

In this activity, you will write a program to calculate the volume of a sphere based on a given radius. The sphere's radius will be provided as input, and the output should be the sphere's volume rounded to two decimal places. Make sure to replace the placeholder comment `# Your solution goes here` with the appropriate calculation.
Transcribed Image Text:### Challenge Activity: 2.6.2 Sphere Volume #### Instructions: Given `sphere_radius` and `pi`, compute the volume of a sphere and assign `sphere_volume` with the volume. The formula for the volume of a sphere is: \[ \text{Volume of sphere} = \left(\frac{4.0}{3.0}\right) \pi r^3 \] #### Sample Output with Input: 1.0 ``` Sphere volume: 4.19 ``` #### Sample Code: ```python pi = 3.14159 sphere_volume = 0.0 sphere_radius = float(input()) # Your solution goes here print('Sphere volume: {:.2f}'.format(sphere_volume)) ``` ### Explanation: In this activity, you will write a program to calculate the volume of a sphere based on a given radius. The sphere's radius will be provided as input, and the output should be the sphere's volume rounded to two decimal places. Make sure to replace the placeholder comment `# Your solution goes here` with the appropriate calculation.
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