GATE MA 2017 question paper — Paper 1
65 questions · 100 imported marks. Browse the original paper or practise online.
Questions
65
Across all archived sections
Imported marks
100
As recorded in the source
Sections
2
MA · GA
Year
2017
Archive paper 1
01 · START HERE
Make this paper your next practice session
Choose a guided attempt online or work from the original question paper.
Practise at your own pace
Work through the paper in small question sets.
Read the full questions, diagrams and options. Take time to work through each concept.
Try timed practice
Build speed with a focused paper attempt.
Attempt one question at a time, navigate between questions and review your attempt when you finish.
Original question paper
Browse the original pages with pagination and zoom.
Refer to the original layout, diagrams and official instructions. Paper numbering is an archive identifier.
02 · PAPER STRUCTURE
What’s inside this paper?
Question counts and marks reflect the imported source, grouped by section.
Mathematics
- Questions
- 55
- Imported marks
- 85
General Aptitude
- Questions
- 10
- Imported marks
- 15
03 · QUESTION BROWSER
Find a question to practise
Browse short previews, then open the full question for equations, diagrams and options.
Section
Question type
Showing 1–12 of 65 questions
MA · Question 1
Mathematics
Consider the vector space of polynomials of degree at most 2. Let be a linear functional such that , and . Then equals .
MA · Question 2
Mathematics
Let be a matrix such that , where is the identity matrix. If has two distinct eigenvalues and each eigenvalue has geometric multiplicity 3, then the total number of nonz…
MA · Question 3
Mathematics
Let and for . Then, in the complex plane ,
MA · Question 4
Mathematics
If is the Laurent series of the function for , then equals .
MA · Question 5
Mathematics
Let be given by , . Then the sequence
MA · Question 6
Mathematics
Let be the circle in oriented positively. Then equals .
MA · Question 7
Mathematics
Consider the following statements: (P): There exists an unbounded subset of whose Lebesgue measure is equal to 5. (Q): If is continuous and is such that almost everywher…
MA · Question 8
Mathematics
If is an integrating factor of , where , then
MA · Question 9
Mathematics
If and are the solutions of the system and with the initial conditions and , then equals .
MA · Question 10
Mathematics
If is the solution of the initial value problem , and , where , then
MA · Question 11
Mathematics
Let be a non-abelian group of order 125. Then the total number of elements in equals .
MA · Question 12
Mathematics
Let and be subfields of a finite field consisting of and elements, respectively. Then the total number of elements in equals .
04 · CONTINUE PREPARING
Plan your next step
Use this attempt to decide what to revise and which paper to try next.
More previous year papers
Choose another year for your next attempt.
Topic-wise practice
Focus your revision on a subject or concept.
Syllabus & exam pattern
Check the archived syllabus and understand question types and marking.
About the question archive
Question text and tags are imported from paper sources and require independent review unless explicitly marked reviewed. For diagrams, equations and official instructions, refer to the original paper viewer.