CHALLENGE ACTIVITY 6.5.2: Function definition: Volume of a pyramid with modular functions.   Define a function calc_pyramid_volume() with parameters base_length, base_width, and pyramid_height, that returns the volume of a pyramid with a rectangular base. calc_pyramid_volume() calls the given calc_base_area() function in the calculation. Relevant geometry equations: Volume = base area x height x 1/3 (Watch out for integer division). Sample output with inputs: 4.5 2.1 3.0   Volume for 4.5, 2.1, 3.0 is: 9.45   Use Python please.

Database System Concepts
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Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
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CHALLENGE ACTIVITY
6.5.2: Function definition: Volume of a pyramid with modular functions.
 
Define a function calc_pyramid_volume() with parameters base_length, base_width, and pyramid_height, that returns the volume of a pyramid with a rectangular base. calc_pyramid_volume() calls the given calc_base_area() function in the calculation.

Relevant geometry equations:
Volume = base area x height x 1/3
(Watch out for integer division).

Sample output with inputs: 4.5 2.1 3.0
 
Volume for 4.5, 2.1, 3.0 is: 9.45
 
Use Python please.
This image displays a Python code snippet intended for educational purposes, specifically for calculating the volume of a pyramid. The snippet includes a function and some interactive inputs. Here’s a breakdown of the script:

### Python Code Breakdown

1. **Function Definition**:
   - `def calc_base_area(base_length, base_width):`
     - This line defines a function named `calc_base_area` that takes two parameters: `base_length` and `base_width`.
   - `return base_length * base_width`
     - This line calculates and returns the area of the base of the pyramid by multiplying the `base_length` by the `base_width`.

2. **Space for Additional Code**:
   - `''' Your solution goes here '''`
     - This placeholder comment indicates where additional code or logic can be inserted.

3. **Input Collection**:
   - `length = float(input())`
   - `width = float(input())`
   - `height = float(input())`
     - These lines prompt the user to input the dimensions of the pyramid's base and its height. The inputs are converted to floating-point numbers for accurate calculations.

4. **Output Statement**:
   - `print('Volume for', length, width, height, "is:", calc_pyramid_volume(length, width, height))`
     - This line outputs the calculated volume of the pyramid. It calls a function `calc_pyramid_volume` (presumably defined elsewhere, as it is not included in the snippet) with the dimensions entered by the user.

### Notes

- The code snippet includes a function to calculate the base area, but the logic to calculate the pyramid's volume (`calc_pyramid_volume`) is not shown and would need to be defined elsewhere in the educational material.
- The image does not contain any graphs or diagrams.
- The button labeled "Run" suggests this code is part of an executable notebook or educational platform that allows code execution within the interface.

This educational content helps learners understand how to interactively collect input in Python and use functions to perform calculations.
Transcribed Image Text:This image displays a Python code snippet intended for educational purposes, specifically for calculating the volume of a pyramid. The snippet includes a function and some interactive inputs. Here’s a breakdown of the script: ### Python Code Breakdown 1. **Function Definition**: - `def calc_base_area(base_length, base_width):` - This line defines a function named `calc_base_area` that takes two parameters: `base_length` and `base_width`. - `return base_length * base_width` - This line calculates and returns the area of the base of the pyramid by multiplying the `base_length` by the `base_width`. 2. **Space for Additional Code**: - `''' Your solution goes here '''` - This placeholder comment indicates where additional code or logic can be inserted. 3. **Input Collection**: - `length = float(input())` - `width = float(input())` - `height = float(input())` - These lines prompt the user to input the dimensions of the pyramid's base and its height. The inputs are converted to floating-point numbers for accurate calculations. 4. **Output Statement**: - `print('Volume for', length, width, height, "is:", calc_pyramid_volume(length, width, height))` - This line outputs the calculated volume of the pyramid. It calls a function `calc_pyramid_volume` (presumably defined elsewhere, as it is not included in the snippet) with the dimensions entered by the user. ### Notes - The code snippet includes a function to calculate the base area, but the logic to calculate the pyramid's volume (`calc_pyramid_volume`) is not shown and would need to be defined elsewhere in the educational material. - The image does not contain any graphs or diagrams. - The button labeled "Run" suggests this code is part of an executable notebook or educational platform that allows code execution within the interface. This educational content helps learners understand how to interactively collect input in Python and use functions to perform calculations.
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