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CS7641 Final Exam 2026/2027: Questions and Answers Study Guide

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Prepare effectively for the CS7641 Final Exam 2026/2027 with this comprehensive study guide featuring accurately written questions and verified answers. Designed for machine learning students, this resource covers key topics including supervised and unsupervised learning, neural networks, reinforcement learning, optimization algorithms, and model evaluation to enhance understanding and exam success.

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CS7641 Final Exam 202/2027 With
Questions And Answers Written
Correctly

Four optimization approaches - correct answer <<<<<💕💕💕✔✔1) Generate and test

2) Calculus

3) Newton's Method

4) Randomized Optimization



Hill Climbing Algorithm - correct answer <<<<<💕💕💕✔✔Guess x∈X

Repeat the following:

Let n*=argmax_n∈N(x) f(n)

If f(n)>f(x): x=n

Else: stop



Disadvantage:

- Get stuck in local optima



Randomized Restart Hill Climbing - correct answer <<<<<💕💕💕✔✔Same as Hill Climbing but
once local optimum reached, restart again with a different starting x



Advantage:

- Won't get stuck in local optimum

- Not much more expensive than HC (constant factor)

Disadvantage:

- May not do better than enumeration (depends on size of attraction basin around global optimum)

, Entropy - correct answer <<<<<💕💕💕✔✔-∑p(s)log₂p(s)



Number of bits per symbol (probability of symbol X # of bits to describe that symbol)



Joint Entropy - correct answer <<<<<💕💕💕✔✔H(x,y)=-∑p(x,y)log₂p(x,y)



Randomness contained in two variables together



Conditional Entropy - correct answer <<<<<💕💕💕✔✔H(y|x)=-∑p(x,y)log₂p(y|x)



Randomness of one variable given the other variable



Entropy if x and y are independent - correct answer <<<<<💕💕💕✔✔H(Y|X)=H(Y) Y doesn't get
any info from x

H(X,Y)=H(X)+H(Y) Joint entropy is sum



Mutual Information - correct answer <<<<<💕💕💕✔✔I(x,y)=H(y)-H(y|x)=I(y,x)



Measure of reduction of randomness of variable given some knowledge of another variable.



Specific case of KL Divergence



Kullback-Leibler Divergence - correct answer <<<<<💕💕💕✔✔Always non-negative

Zero when P is equal to Q

Measures distance between any two distributions



Supervised Learning - correct answer <<<<<💕💕💕✔✔Use labeled training data to generalize
labels to new instances (function approximation)

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