Figure from the original question paper

(D) Option figure from the original question paper

(A) Option figure from the original question paper

(B) Option figure from the original question paper

(C) Option figure from the original question paper

Figure from the original question paper

(B) Option figure from the original question paper

(A) Option figure from the original question paper

(C) Option figure from the original question paper

(D) Option figure from the original question paper

Which of the following functions have graphs as in Figure 2? Figure 2 showing the graph of an upward parabola f(x)

(A) Option figure from the original question paper

(D) Option figure from the original question paper

(B) Option figure from the original question paper

(C) Option figure from the original question paper

Figure from the passage in the original paper Choose the set of correct options.

(A) Option figure from the original question paper

(B) Option figure from the original question paper

(C) Option figure from the original question paper

(D) Option figure from the original question paper

Consider the function, Figure from the passage in the original paper Answer the given subquestions. Which of the following options is (are) correct?

(A) Option figure from the original question paper

(C) Option figure from the original question paper

(D) Option figure from the original question paper

(B) Option figure from the original question paper

May 2025 term · Mathematics for Data Science I · BSMA1001

Mathematics for Data Science I End Term: 31 August 2025 (May 2025 term)

The IIT Madras BS Mathematics for Data Science I (Maths 1) End Term paper sat on 31 Aug 2025, in the May 2025 term: 16 questions for 50 marks in 180 minutes. Every question is below with its answer. Take it as a timed mock test to be marked, or read it through first.

Questions: 16
Marks: 50
Duration: 180 min
MCQ: 3
MSQ: 5
Numerical: 8

Take as mock test Practise with answers

Updated 25 Sept 2026

Official paper: IIT M DEGREE FN EXAM QDB1 31 Aug 2025 · No negative marking.

Question 1

+2 marksOne correct option

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Correct answer

Question 1 on its own page

Question 2

+4 marksOne correct option

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Correct answer

Question 2 on its own page

Question 3

+4 marksOne correct option

Suppose Dijkstra’s algorithm is run on the graph below, starting at node A. In what order do the shortest distances to the other vertices get finalized?

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Correct answer

Question 3 on its own page

Question 4

+3 marksOne or more correct options

Which of the following functions have graphs as in Figure 2?

Select all that apply.

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Correct answers

Question 4 on its own page

Question 5

+3 marksOne or more correct options

Which of the following options is/are true?

Select all that apply.

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Correct answers

Question 5 on its own page

Question 6

+3 marksOne or more correct options

The following tree is the BFS tree rooted at node P of an undirected graph :

Which of the following edges cannot exist in the original graph?

Select all that apply.

A
(T, V)
B
(U, R)
C
(P, U)
D
(W, P)

Show answer

Correct answers

C
(P, U)
D
(W, P)

Question 6 on its own page

Question 7

+1 markNumerical answer

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Correct answer: 3

Question 7 on its own page

Question 8

+3 marksNumerical answer

Show answer

Correct answer: 2

Question 8 on its own page

Question 9

+3 marksNumerical answer

You have been closely monitoring your bike's mileage recently. Here is a table showing two rows representing the amount paid for fuel (in currency units) and the corresponding mileage (in Km). Consider $y$ as the amount paid and $x$ as the corresponding mileage in Km. You noted the distance travelled each time the fuel meter falls back to a fixed reference mark and predicted that the best-fit line equation is $y = 10x + 11$ . What will be the value of SSE (Sum of Squared Errors) with respect to the best-fit line?