You should read the question all the way through before you start, to make sure that you understand the scenario.

Background to the problem:

A nutritional app assists users in assessing their dietary habits. For the purpose of evaluation, the app asks the members to report how many fat grams and how many carbohydrate grams they consume per day.

To help users manage their calorie budgets more effectively, the app calculates the total calories derived from fat and carbohydrates, rounded to the nearest calorie.

The problem:

The purpose of this question is to write a program that will perform these nutritional calculations. Specifically, you will produce an estimate of the total calories as follows:

cal_estimated = 1.01567 x cal_total = 1.01567 x (cal_fat + cal_carb)

The number of calories resulting from the fat are calculated by multiplying the fat grams by 9.

cal_fat = fat_gr x 9

Similarly, the number of calories that result from the carbohydrates are calculated as the carbohydrates grams multiplied by 4.

cal_carb = carb_gr x 4

Your individual number is tied to the total calories so that there is some margin of error in the estimates.

For example, if a member reported of fat and of carbohydrates on a day and the individual number is 1.01123 then:

cal_estimated = 1.01123 x (150 x 9 + 300 x 4)

cal_estimated = 2579 calories (rounded to the nearest calorie)

i.Develop an initial decomposition of the problem using the chevron notation (> and >>) from the module materials. Include your decomposition in your solution document.

ii.Building on your decomposition for part c.i., develop an algorithm for solving the problem. Include this algorithm in your solution document, and also write down your PI and the individual number that you have obtained via Steps 13 from your PI.

iii.Write a Python function definition following the instructions that are provided below. Save your function in a file called Q4_OUCU.py, where OUCU is your OUCU number. When you have completed your work on this part:

submit the .py file with your function

paste the function definition from your .py file as text (with indentation preserved) into your solution document

Instructions for writing the function:

Provide a single Python function that implements the algorithm you wrote for part c.ii. Your function must be a translation of your algorithm from part c.ii., otherwise no marks will be awarded.

The function should have two arguments: one for the fat grams and one for the carbohydrates grams .

The function should have one return value for the estimated calories , which is an integer.

iv.Test the function by calling it with the arguments 150 and 300 in your Python program. Paste the function call and the result as text into your Solution document.