Maths 1 End Term: 30 April 2023, Set QPF1-S1 (January 2023 term)
The IIT Madras BS Mathematics for Data Science I (Maths 1) End Term paper sat on 30 Apr 2023, in the January 2023 term, set QPF1-S1: 20 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.
- 20
- 50
- 180 min
- 14
- 3
- 3
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Correct answer: 3
Question 2
What is the weight of a minimum cost spanning tree of the given graph ?
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Correct answer: 22
Question 3
An undirected graph G has 8 edges. If the degree of each vertex is 2, then find the number of vertices in G.
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Correct answer: 8
Question 4
The DFS (Depth First Search) tree of a graph starting with vertex A is shown below.
Choose the option which might be the original graph.
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Correct answer
Question 5
ABCDEFGH
ABCDEFHG
BACDEFGH
BACEDFGH
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Correct answers
ABCDEFHG
BACEDFGH
Question 6
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Correct answers
Question 7
Answer the given subquestions
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Correct answer: 1
Question 8
Answer the given subquestions
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Correct answer: 2
Question 9
Answer the given subquestions
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Correct answer: 13
Question 10
Answer the given subquestions
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Correct answer: 1
Question 11
local minimum at x = −1.
local maximum at x = −1.
local minimum at x = 1.
local maximum at x = 1.
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Correct answers
local maximum at x = −1.
local minimum at x = 1.
Question 12
Based on the above data, answer the given subquestions.
What is the value of f(0)?
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Correct answer: 1
Question 13
Based on the above data, answer the given subquestions.
What is the value of f ′(1)?
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Correct answer: 14
Question 14
Answer the given subquestions
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Correct answer: 7
Question 15
Answer the given subquestions
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Correct answer: 3
Question 16
Answer the given subquestions
one-one.
onto.
neither one-one nor onto.
both one-one and onto.
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Correct answer
neither one-one nor onto.
Question 17
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Correct answer
Question 18
Based on the above data, answer the given subquestions.
Find the value of a.
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Correct answer: -2
Question 19
Based on the above data, answer the given subquestions.
Find the sum of roots of p(x).
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Correct answer: 5
Question 20
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Correct answer: -1.5
