Calculating Total Marks Weightage for Exams, Sports and Activities

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Discussion Overview

The discussion revolves around calculating total marks weightage for exams, sports, and activities. Participants explore the logic behind the weightage and total scores, questioning the calculations and seeking clarity on the methodology used.

Discussion Character

  • Technical explanation
  • Debate/contested
  • Homework-related

Main Points Raised

  • One participant presents a code snippet for calculating total percentage based on weightage for exams, sports, and activities, but expresses confusion about the logic behind the total scores for each category.
  • Another participant questions the understanding of how total exam scores are calculated, using a specific example of scores from two exams.
  • A third participant seeks clarification on the total score for exams, noting that the weightage is given in percent and questioning how the total can be 200 when there are only two exams.
  • A later reply explains that the weight of exams is determined by their importance for the final score, independent of how exams are graded, and provides a mathematical representation of the relationship between scores and weightage.

Areas of Agreement / Disagreement

Participants express varying levels of understanding regarding the calculations and logic used in the weightage system. There is no consensus on the clarity of the methodology, as some participants seek further explanation while others assert their interpretations.

Contextual Notes

Participants highlight potential confusion regarding the definitions of total scores and weightage, as well as how these relate to the final grade calculation. The discussion remains focused on the interpretation of the provided code and the underlying logic.

shivajikobardan
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The solution code is like this-:

Python:
   ACTIVITIES_WEIGHTAGE=30.0
    SPORTS_WEIGHTAGE=20.0
    EXAMS_WEIGHTAGE=50.0
    
    
    EXAMS_TOTAL=200.0
    ACTIVITIES_TOTAL=60.0
    SPORTS_TOTAL=50.0
    
    exam_score1=int(input("Enter marks in first examinations out of 100"))
    exam_score2=int(input("Enter marks in second examinations out of 100"))
    
    
    sports_score=int(input("Enter marks in sports out of 50"))
    
    activities_score1=int(input("Enter marks in first activity out of 20"))
    activities_score2=int(input("Enter marks in second activity out of 20"))
    activities_score3=int(input("Enter marks in third activity out of 20"))
    
    
    exam_total=exam_score1+exam_score2
    
    activities_total=activities_score1+activities_score2+activities_score3
    
    
    exam_percent=float(exam_total*EXAMS_WEIGHTAGE/EXAMS_TOTAL)
    
    sports_percent=float(sports_score*SPORTS_WEIGHTAGE/SPORTS_TOTAL)
    
    activities_percent=float(activities_total*ACTIVITIES_WEIGHTAGE/ACTIVITIES_TOTAL)
    
    total_percent=exam_percent+sports_percent+activities_percent
    
    print("Total percentage=",total_percent)

I don't understand how we calculated exams_total, activities_total and sports_total here? What was the logic used for that? Do we have any other ways of solving this problem? I know this is too basic question. But I got really confused.

this is the logic that i want to be able to use and that i think is right, but i am not sure how i apply this in program...this looks too confusing for me..
total marks=50% of marks in 2 exams+20% of marks in 1 sports event+30% of marks in 3 activities?
 
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shivajikobardan said:
I don't understand how we calculated exams_total, activities_total and sports_total here?
Suppose a person got 60 points on exam 1 and 80 points on exam 2. Are you seriously saying you don't understand why the total exam score is 60 + 80 = 140?
 
Code:
ACTIVITIES_WEIGHTAGE=30.0
    SPORTS_WEIGHTAGE=20.0
    EXAMS_WEIGHTAGE=50.0
    
    
    EXAMS_TOTAL=200.0
    ACTIVITIES_TOTAL=60.0
    SPORTS_TOTAL=50.0

Exams weightage is 50 and there are 2 exams, how is total 200?
 
Exam weight is given in percent, not in points. The maximum exam score may be 200, but in counts for 50% = 0.5 of the final score.

Suppose each of the two exams has a maximum score of 100 points, so the total for both is 200. Then there is a question how to include exam score in the final grade. If the exams are more important compared to sports and activities, the instructor may decide that exams account for 80% = 0.8 of the final score. If the exams carry less weight than the activities, the instructor may assign them 30% = 0.3 of the final score. So the weight of the exams is determined by their importance for the final result and is independent of how exams themselves are graded. If the weight of the exam is $w_e$ where $0<w_e<1$ (in your problem $w_e=0.5$), the maximum exam score is $m_e$ (in your problem $m_e=200$) and a student's exam score is $s_e$ (let's assume that $s_e=60+80=140$), then $$\frac{s_e}{m_e}$$ shows how well the student performed on the exams, and $$\frac{s_e}{m_e} w_e$$ is the share of the final score the student earned by passing the exams.

Does this help?
 

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