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bb3ae08 | 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27 28 29 30 31 32 33 34 35 36 37 38 39 40 41 42 43 44 45 46 47 48 49 50 51 52 53 54 55 56 57 58 59 60 61 62 63 64 65 66 67 68 69 70 71 72 73 74 75 76 77 78 79 80 81 82 83 84 85 86 87 88 89 90 91 92 93 94 95 96 97 98 99 100 101 102 103 104 105 106 107 108 109 110 111 112 113 114 115 116 117 118 119 120 121 122 123 124 125 126 127 128 129 130 131 132 133 134 135 136 137 138 139 140 141 142 143 144 145 146 147 148 149 150 151 152 153 154 155 156 | # π Student Dropout Prediction Dataset β EDA Assignment
> **By Tomer Bash** | Data Science Course β Assignment #1
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## πΉ Presentation Video
Presentation Video link - https://youtu.be/KyafBx9W7Qg
<video src="presentation.mp4" controls="controls" style="max-width: 720px;"></video>
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## π Dataset Overview
| Property | Details |
|----------|---------|
| **Source** | Kaggle |
| **Rows** | 4,424 students |
| **Features** | 35 columns |
| **Target Variable** | `Target` β `Graduate`, `Enrolled`, `Dropout` |
| **Task Type** | Multi-class Classification |
The dataset contains demographic, financial, academic, and application-related information about students at a Portuguese higher education institution. The primary goal is to understand and predict **student dropout before first-year academic results are available**.
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## π― Research Goal
> **Can we predict whether a student will drop out β early, before first-year grades are available?**
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## π§Ή Part 1: Data Cleaning & Preparation
- **No missing values** β `df.isnull().sum()` returned 0 for all columns.
- **No duplicate rows** β `df.duplicated().sum()` returned 0.
- All 35 features are numeric (int/float) β verified with `df.info()`.
- Target column contains exactly 3 classes: `Graduate`, `Enrolled`, `Dropout`.
- **Class imbalance noted:**
- Graduate: 2,209
- Dropout: 1,421
- Enrolled: 794
- **Outlier detection:** Age at enrollment shows right-skewed distribution with outliers at high ages β identified using a boxplot.
- **Grade anomaly detected:** Significant spike at grade = 0 in 1st semester grades β investigated and documented below.
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## π Part 2: Exploratory Data Analysis
### π Target Distribution
The dataset is imbalanced. Graduate is the majority class, followed by Dropout, and Enrolled is the smallest group. This imbalance must be handled carefully in any downstream modeling.
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### π€ Age at Enrollment
- Distribution is **right-skewed** β most students enroll young, but a long tail of older students exists.
- Boxplot reveals several **outliers at high ages** (up to ~70).
- **The Dropout group has a higher average age** than the Graduate group β age at enrollment is a risk factor.
| Group | Avg Age at Enrollment |
|---|---|
| Graduate | ~22 |
| Enrolled | ~23 |
| Dropout | ~26 |
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### π 1st Semester Grades β The 0-Grade Anomaly
- Grades follow a near-normal distribution overall.
- A **massive spike at grade = 0** was detected β far more students received exactly 0 than expected.
- Upon investigation: some students with grade = 0 **still graduated**.
- **Conclusion:** The 0-grade entries likely represent administrative records (late withdrawals, course deregistrations), not pure academic failure. This is a data quality issue to flag for modeling.
- The anomaly is **concentrated in Course 2 (Animation degree)**, though the proportion is consistent with class sizes.
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### π° Financial Factors β Primary Predictor
Financial health is the strongest non-academic predictor of student outcomes.
| Financial Factor | Effect on Dropout |
|---|---|
| **Tuition fees not up to date** | Overwhelmingly **high** dropout rate |
| **Scholarship holder** | Drastically **reduces** dropout risk |
| **University debtor** | Significantly **increases** dropout risk |
> Students not keeping up with tuition fees show the single highest dropout signal in the entire dataset.
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### β§ Gender
- **Female students (0)** show a slightly higher graduation rate and lower dropout rate than male students (1).
- The difference is modest but consistent across the dataset.
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### ποΈ Application Mode
- Top 5 most common application modes were analyzed.
- **Application Mode 12 (Over 23 years old)** has the highest dropout rate β consistent with the age finding above.
- Standard routes (1st phase general contingent) perform best overall.
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### π₯ Correlation Heatmap
Features analyzed: Age at enrollment, Tuition fees up to date, Scholarship holder, 1st & 2nd semester grades, GDP, Target (encoded 0=Dropout, 1=Enrolled, 2=Graduate).
**Key findings:**
- β
**Grades** and **financial stability** are the strongest positive predictors of graduation.
- β **Age at enrollment** correlates negatively with graduation.
- π **GDP** shows almost no direct linear impact β individual finances matter more than the macro economy.
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## π Conclusion
### 1. π° Financial Stability β Primary Predictor
Scholarships drastically reduce dropout. Unpaid tuition and university debt dramatically raise it. Crucially, these signals exist **before** first-year grades are available β enabling early identification of at-risk students.
### 2. π Grades & the 0-Grade Anomaly
High grades are a strong positive predictor of graduation. The spike at grade = 0 is likely administrative, not academic β some 0-grade students still graduated.
### 3. π Older Students Are at Higher Risk
Age at enrollment correlates negatively with graduation. Students admitted via Mode 12 ("Over 23") have the highest dropout rates β likely due to work and family pressures.
### 4. π Macro Economy Has No Direct Linear Effect
National GDP shows near-zero correlation with the target. Individual financial circumstances matter far more.
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## π Repository Contents
| File | Description |
|------|-------------|
| `dataset.csv` | The full student dataset (4,424 Γ 35) |
| `Assignment_1_EDA_Tomer_Bash.ipynb` | Full EDA notebook with code & visualizations |
| `README.md` | This file |
| `presentation.mp4` | Video walkthrough (2β3 min) |
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## π οΈ Technologies Used
`Python 3` Β· `pandas` Β· `numpy` Β· `matplotlib` Β· `seaborn` Β· `Jupyter Notebook`
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*Dataset originally sourced from Kaggle. Uploaded to HuggingFace as part of Data Science Course Assignment #1.*
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