GATE 2024 Mechanical (ME) Question Paper: Download Memory-Based Questions

GATE 2024 Mechanical (ME) Question Paper: The Indian Institute of Science (IISc) Bangalore held the GATE 2024 Mechanical Engineering Examination today from 2:30 PM to 5:30 PM. Candidates who attended the GATE 2024 ME Exam can check the memory-based GATE 2024 Mechanical (ME) Question Paper, which will be available soon.

Along with the memory-based GATE 2024 ME Question Paper, candidates can also find the distribution of questions and weightage once available. Also, the unofficial GATE 2024 Mechanical Engineering Answer Key will be available for candidates to analyze their performance with the GATE ME Question Paper 2024. 

Also Read: GATE 2024 Feb 3 Shift 1 Paper Analysis Out for AR,CY,DA,ES, PI

GATE 2024 Mechanical (ME): Questions and Answers

Candidates can find the memory-based GATE 2024 ME questions and answers below.

• Question: Data set with k -binary value attribute (where k>2) for a two class classification task
  the number of parameters to be estimated for learning a view … b…. …….
  (a) 2k + 1 (b) k2 +1 (c) 2k+1+1 (d) 2k+1
  Answer: (b) The total number of parameter is 3k + 2 & when you subsituted 3k + 2 for k2 + 1.
• Question: Consider the following tree traversal on FBT (i) Pre order (ii) In order (iii) Post order. Which of the following traversal options is/are sufficient to uniquely reconstruct the
  FBT?
  (a) (i) and (ii) only (b) (ii) and (iii) only (c) (iii) and (i) only (d) (i) only
  Answer: (a, b) Full binary tree can be constructed uniquely with given data. (i) In order and Pre order (ii) In order and post order
• Question: Three fair coins are tossed independently. T is the event that two or more tosses result in heads. S is the event that two or more tosses result in tails. The probability of the
  event T ∩ S is (a) 0.5 (b) 0 (c) 0.25 (d) 1
  Answer: (b) 0
• Question: Consider two events T & S. Let T denotes compliment of event T. The probability associated with different event are given as follows:
  P(T) = 0.6 P(S/T) = 0.3 P(S/T) = 0.6 P(T/S) = ? 
  Answer: (a) 0.25
• Question: Probability to get a boy & girl is 1/2 if A man has three children, the probability to get 2 girls and 1 boy.
  Answer: (b) 2/8

Furthermore, candiates are advised to download the above PDF to get answers to more questions asked in the GATE 2024 Mechanical Engineering Question Paper.

GATE 2024 Mechanical (ME) Question Paper Distribution

Candidates can check the GATE 2024 Mechanical (ME) Question Paper distribution from the table below once updated. Until the GATE 2024 Mechanical Engineering question paper is officially released, candidates must check out the memory based GATE ME Question Paper 2024.

GATE Mechanical Engineering: Previous Years' Highest Marks

The GATE Mechanical Engineering previous years' highest marks scored by the toppers are listed in the table below. Candidates can expect their scores from the GATE Mechanical Engineering question paper 2024 to be on similar lines.

Furthermore, IISc Bangalore will release the GATE 2024 cut-off marks for all 30 papers and the GATE 2024 results with the GATE 2024 Mechanical (ME) Question Paper. Candidates in the General category must score 28.4 marks, whereas SC/ST candidates must score 18.9 to clear the examination through the GATE 2024 Mechanical (ME) Question Paper. Candidates who appeared for the GATE exam 2024 and attempted the GATE Mechanical Engineeringy (ME) question paper 2024 can check their results at the official website- gate2024.iisc.ac.in.

The GATE 2024 Physics (PH) Question Paper 2024 and GATE 2024 Physics (PH) Answer Key is also available.

Also Read: GATE 2024 Data Science and AI (DA) Question Paper