Question:
Match the items in Column 1 with the items in Column 2 in the following table :Column 1 Column 2 (p) Principal Component Analysis (i) Discriminative Model (q) Naïve Bayes Classification (ii) Dimensionality Reduction (r) Logistic Regression (iii) Generative Model
Match the items in Column 1 with the items in Column 2 in the following table :
| Column 1 | Column 2 | ||
| (p) | Principal Component Analysis | (i) | Discriminative Model |
| (q) | Naïve Bayes Classification | (ii) | Dimensionality Reduction |
| (r) | Logistic Regression | (iii) | Generative Model |
Updated On: Feb 3, 2026
- (p) - (iii), (q) - (i), (r) - (ii)
- (p) - (ii), (q) - (i), (r) - (iii)
- (p) - (ii), (q) - (iii), (r) - (i)
- (p) - (iii), (q) - (ii), (r) - (i)
Hide Solution
Verified By Collegedunia
The Correct Option is C
Solution and Explanation
The correct option is (C) : (p) - (ii), (q) - (iii), (r) - (i).
Was this answer helpful?
0
0
Top Questions on Database Concepts
- What is an Array? Show how you create, populate and access the elements of any array.
- JKBOSE XII - 2026
- Computer Science
- Database Concepts
- List the commands in DDL and DML. Define each.
- JKBOSE XII - 2026
- Computer Science
- Database Concepts
- What is a database? What are the advantages? Briefly explain Relational Data Model.
- JKBOSE XII - 2026
- Computer Science
- Database Concepts
- Show the use of SQL functions: COUNT() and AVG().
- JKBOSE XII - 2026
- Computer Science
- Database Concepts
- What is DB Storage layer?
- JKBOSE XII - 2026
- Computer Science
- Database Concepts
View More Questions
Questions Asked in GATE DA exam
- Rishi and Swathi are students of Class 5. Pavan and Tanvi are students of Class 4. Rishi and Pavan are boys. Swathi and Tanvi are girls. These four students played a total of three games of chess. The games were played one after another. A player who lost a game did not participate in any more games. It was observed that:
1. The first game was the only game where two students of the same class played against each other.
2. The students of Class 5 won more games than the students of Class 4.
3. The boys won 2 games and the girl won 1 game.
The student who did not lose any game is:- GATE DA - 2026
- Logical Reasoning
Consider two distinct positive numbers \( m, n \) with \( m > n \). Let \[ x = n^{\log_n m}, \quad y = m^{\log_m n}. \] The relation between \( x \) and \( y \) is -
- GATE DA - 2026
- Logarithms
- Consider the supervised learning task. The objective function being minimized is \( f(w) = w \cdot x \), where \( w \in \mathbb{R} \) is the parameter. Stochastic Gradient Descent with learning rate of 0.10. Let \( w = 10.00 \) be the \( i^{\text{th}} \) iteration (\( w_i \)). The value of \( w \) at the end of iteration \( (i+1) \) is if \( x = 10 \) ________. Round off 2 decimal.
- GATE DA - 2026
- Machine Learning
- The value of \[ \sum_{j=0}^{\infty} \sum_{i=1}^{\infty} 2^{-j} 3^{-i} \] is ________.
- GATE DA - 2026
- Sequences and Series
- Consider the Ridge LRR is being used to learn prediction function \( y_{\text{pred}} = w^T x \) where \( w, x \in \mathbb{R}^2 \) & mean absolute error (MAE) is used to measure the prediction error. A weight of 0.20 is associated with the regularizer. At an intermediate step of training process assume that the parameter \( w = [-3.00, 4.00]^T \). In the next step for the I/P \( x = [1.00, 2.00]^T \), the predicted value of \( y \) is noted. Let the relation b/w \( x = [x_1, x_2]^T \) & the true value of \( y \) be \( y_{\text{true}} = x_1 + x_2 \). The value of the overall regularized loss for instance is __________ (upto 2 decimal).
- GATE DA - 2026
- Machine Learning
View More Questions