Write the pseudocode using modules and show how your module will be called for the following example:
BMI is often used to determine whether a person is overweight or underweight based on height and weight. The calculation uses the following formula:
BMI = Weight x 703/Height2
Design a program that calculates and displays a person's body mass index (BMI).
Your 3-4 page document must include:
Pseudo code for the entire program.
Internal documentation, using block and/or line comments.
You must declare all variables before using them in your pseudo code. Don't forget that variables are just names. You need to assign values to variables. For example:
Set price = 20
Or
Set dollars = 2.75
Your pseudo code must illustrate all calculations and modules called.
Create a flowchart showing how your module will be called for the BMI example from your Module 03 lab:
BMI is often used to determine whether a person is overweight or underweight based on height and weight. The calculation uses the following formula:
BMI = Weight x 703/Height2
Design a program that calculates and displays a person's body mass index (BMI)
Your submission must include:
You may use Microsoft Visio or http://draw.io/ to create your flowchart and export the drawing as a JPG. Paste your image in your Word document with your pseudo code. Use File >> Export As >> Image.
![](data:image/png;base64,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)
Your flowchart must depict each step in the program, as well as the module.
Your flowchart must use 3 types of symbols: ovals (start and end terminal symbols), parallelograms (input and output symbols), and rectangles (processing symbols).
All symbols must be connected by arrows that represent the flow of the program. The flow must make logical sense.