Vidyalelo
Computer Science · all questions

Machine Learning
practice.

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Suppose you are training a linear regression model. Now consider these points.
1. Overfitting is more likely if we have less data
2. Overfitting is more likely when the hypothesis space is small.Which of the above statement(s) are correct?

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Gini index does not favour equal sized partitions.

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what is the function of 'Unsupervised Learning'?

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In an election, N candidates are competing against each other and people are voting for either of the candidates. Voters don't communicate with each other while casting their votes. Which of the following ensemble method works similar to above-discussed election procedure? Hint: Persons are like base models of ensemble method.

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The soft margin SVM is more preferred than the hard-margin SVM when-

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Which of the following option is true regarding "Regression" and "Correlation"?
Note: y is dependent variable and x is independent variable.

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A nearest neighbor approach is best used

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For the given weather data, what is the probability that players will play if weather is sunny

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Suppose we would like to perform clustering on spatial data such as the geometrical locations of houses. We wish to produce clusters of many different sizes and shapes. Which of the following methods is the most appropriate?

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Which one of the following is the main reason for pruning a Decision Tree?

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Which of the following statement is true about outliers in Linear regression?

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Naive Bayes classifiers is . . . . . . . . Learning

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The distance between two points calculated using Pythagoras theorem is

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Features being classified is independent of each other in Nave Bayes Classifier

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What does learning exactly mean?

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What do you mean by a hard margin?

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Suppose your model is demonstrating high variance across the different training sets. Which of the following is NOT valid way to try and reduce the variance?

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The problem of finding hidden structure in unlabeled data is called . . . . . . . .

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what is the function of 'Supervised Learning'?

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Which of the following is true about bagging?
1. Bagging can be parallel
2. The aim of bagging is to reduce bias not variance
3. Bagging helps in reducing overfitting

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