Machine Learning: A Mathematical Approach — DU B.Sc. (Hons.) Mathematics Previous Year Question Papers
- Programme
- B.Sc. (Hons.) Mathematics
- Paper type
- DSE
- Paper code
- 2353010026
- Exam years
- 2026–2026
Machine Learning: A Mathematical Approach is a DSE paper in Semester VIII of B.Sc. (Hons.) Mathematics at Delhi University (paper code 2353010026). 4 previous year question papers from 2026 are listed below; view or download each original PDF.
2026 question papers
2026
2353010026B.Sc. (Hons.) Mathematics
2026
2353010026B.Sc. (Hons.) Mathematics
2026
2353010026B.Sc. (Hons.) Mathematics
2026
2353010026B.Sc. (Hons.) Mathematics
What was asked in the 2026 Machine Learning: A Mathematical Approach paper?
Text of the may june 2026 DU question paper (UPC 2353010026), so you can see what gets asked before opening a PDF.
1.(a) (i) Differentiate between supervised and unsupervised learning. Additionally provide real world application for each.
(ii) What does a high Area Under the ROC Curve (AUC) indicate a model's performance?
(b) Find the line of best fit using least square regression method, given the following
22) Predict the value of Y for the test data X=11.
(c) Find the Linear regression coefficients using Gradient descent method for the following dataset when learning rate = 0.1. Carry out the process for 2 iterations.
Q2. (a) Answer the following for 5-fold cross validation on a training set of 45 tuples:
(i) How many rounds of learning will be performed?
(ii) State the size of the training and testing set for each round of learning.
(il) How would the accuracy of the classifier be calculated in 5-fold cross validation?
(b) A multiple logistic regression model is used to predict the probability of stroke with the following coefficients
Variable Coefficient
(i) Identify the dependent variable.
(ii) Write Logistic regression equation
(iii) Find the probability of the stroke.
(iv) Find the predicted class of the output.
(c) A spaim detection model classifies 200 emails. Out of these, 160 are actually spam and 40 are not. The model correcily identifies 150 spam emails and incorrectly marks 10 non-spam emails as spam. Construct the confusion matrix. Calculate the following metrics: Accuracy, Precision, Recall.
True Positive Rate (TPR) and False Positive Rate (FPR).
3 (a) What is the assumption of the Naive Bayes classifier? What are the advantages of the assumption? Consider the following dataset with the attribute purchase as the class label.
Product Price Quantity Day Purchase
Headphones low 2 Weekend No
Mouse Weekda
Keyboard low 1 Weekend Yes
Monitor high Weekday No
Headphones LOW Weekday No
Mouse low 2 Weekend Yes
Keyboard lov Weekday No
Monitor high 1 Weekend Yes
Using this data set train a Naive Bayes classifier and predict the class label "Purchase" for a new instance with the following attribute values: Product = Headphones, Price = low, Quantity = 1, Day
(b) Discuss the importance of feature selection in Machine Learning. Also, discuss the various strategies followed for feature selection. Differentiate between Principal Component Analysis, Linear
Discriminant Analysis and Quadratic Discriminant Analysis.
(c) What is meant by Tree Pruning? Mention different types of Tree Pruning with 1 characteristic each. Why is it needed? Identify the first splitting attribute for decision tree with the following dataset
Field Experience Hired
FIT Administration Yes
IT Administration Yes
Business code Yes
Business Coding Yes
Businedmintain Not
Business Administration No
4. (a) Consider the following two-dimensional dataset:
Blue i. Sketch the observations.
ii. Sketch the optimal separating hyperplane and provide equation of the hyperplane.
iii. On your sketch, indicate the margin for the maximal margin hyperplane.
iv. Define the term kernel in the context of SVM.
How can I prepare for Machine Learning: A Mathematical Approach?
Related subjects in B.Sc. (Hons.) Mathematics
Frequently asked questions
- Where can I download the DU Machine Learning: A Mathematical Approach previous year question paper PDF?
- This page lists 4 Machine Learning: A Mathematical Approach question papers for B.Sc. (Hons.) Mathematics at Delhi University (2026). Open any paper to view the original PDF or download it. It is free and needs no login.
- Which years of Machine Learning: A Mathematical Approach question papers are available?
- Machine Learning: A Mathematical Approach papers are available for 2026.
- What is the paper code (UPC) of Machine Learning: A Mathematical Approach?
- The Unique Paper Code for Machine Learning: A Mathematical Approach in B.Sc. (Hons.) Mathematics is 2353010026.
- Which semester is Machine Learning: A Mathematical Approach taught in?
- Machine Learning: A Mathematical Approach is a DSE paper in Semester VIII of B.Sc. (Hons.) Mathematics, according to DU's published scheme.
