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WorksheetsMachine Learning Fundamentals Unit - 1
Total questions: 30
Worksheet time: 44mins
How many Types of Machine Learning are there ?
2
1
4
7
What type of Learning uses a Small Dataset ?
Deep Learning
Unsupervised Learning
Supervised Learning
Reinforcement Learning
Which is the correct Example of Supervised Learning ?
Image Classification
Principal Component Analysis
Robotics
Gaming
Name the types of Supervised Learning.
(a)
What type of Learning is used here ?
(a)
Can Supervised Learning Models handle Complex Tasks ?
Yes
No
Can Supervised Learning predict Correct Output if the Test Data is different from the Training Dataset ?
Yes
No
For Unsupervised Learning, is it necessary for the Dataset to be Machine-Readable ?
No
Yes
Name the most popular type of Unsupervised Learning.
(a)
Classify the Objects of the Other Side
(a)
Unsupervised Learning Algorithms can adapt to the data by dynamically changing
(a)
Unsupervised Learning can be used for Complex Tasks.
True
False
Which one would be more accurate ?
Supervised Learning
Unsupervised Learning
Which one would be more difficult ?
Can Supervised and Unsupervised Learning be used together ?
Yes
Not Possible
How many Assumptions are needed for Semi-Supervised Learning ?
(a)
Which Dataset must be Higher for Semi-Supervised Learning ?
Labeled Dataset
Unlabeled Dataset
Reinforcement Learning uses the Method of
(a)
For Reinforcement Learning, Favorable Outcomes are and Unfavorable Outcomes are .
Rewarded and Punished
Trial and Error
Clear and Repeat
Stop and Restart
Select the Types of Reinforcement Learning ?
Positive Reinforcement Learning
Negative Reinforcement Learning
Neutral Reinforcement Learning
Throw a die. What is the probability of getting a 3 ?
16.7%
1.67%
0.167%
32%
Name of this Equation : P(B∣A∣) = P(A)P(A∣B∣)P(B)
(a)
Two vectors are given by, a = 2i + j +k and b = i + j + k . Find the cross product of these two vectors.
− j + k
− j − k
j + k
j − k
Choose the Correct Product of the Given Matrices.
Find A−1 For the Given Matrix A and it's Cofactor.
A bag I contains 4 white and 6 black balls while another Bag II contains 4 white and 3 black balls. One ball is drawn at random from one of the bags, and it is found to be black. Find the 8 probability that it was drawn from Bag I.
(Use Bayes’ Theorem)
126
3418
12 7
134
Name of this Equation : P( B | A )
(a)
