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CS 3304 GRADED QUIZ UNIT 3 | QUESTIONS AND ANSWERS | LATEST UPDATE | 100% CORRECT.

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CS 3304 GRADED QUIZ UNIT 3 | QUESTIONS AND ANSWERS | LATEST UPDATE | 100% CORRECT.

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CS 3304 GRADED QUIZ UNIT 3 | QUESTIONS AND ANSWERS | LATEST UPDATE |
100% CORRECT.

Started on Wednesday, 24 September 2025, 1:26 PM
State Finished
Completed on Wednesday, 24 September 2025, 1:37 PM
Time taken 11 mins 30 secs
Marks 15.00/15.00
Grade 100.00 out of 100.00


Question 1
Correct

Mark 1.00 out of 1.00




The greedy choice property refers to:

Making a choice that seems best at the current moment.
a0 oo




Always selecting the largest element.
Selecting the element with the smallest value.
Randomly choosing an element.



The correct answer is: Making a choice that seems best at the current moment.



Question 2
Correct

Mark 1.00 out of 1.00




How does the Merge Sort algorithm handle the "Divide" step?

Divides the array into halves until single-element arrays are achieved. v
o




Sorts each individual element before merging.
lterates over the aray and sorts it directly.
e o




Finds the pivot point for splitting into uneven parts.



The correct answer is: Divides the array into halves until single-element arrays are achieved.




Question 3
Correct

Mark 1.00 out of 1.00




Anon-recursive algorithm with a linear number of operations always has a time complexity of O(n). Is this statement True or False?

a. True v
b. False



The correct answer is: True

, Question 4
Correct

Mark 1.00 out of 1.00




In the recurrence relation T(n)=T(n-1) +O(1), what is the time complexity of the algorithm?

O(n) v
2o oo




O(log n)
O(n?)
o(1)


The correct answer is: O(n)




Question 5
Correct

Mark 1.00 out of 1.00


The recurrence relation T(n)=2T(n/2) +O(n) is an example of which common algorithm?

Merge sort v
a0 oo




Quick sort
Insertion sort
Selection sort



The correct answer is: Merge sort




Question 6
Correct

Mark 1.00 out of 1.00




Which data structure is most suitable for efficiently implementing the greedy fractional knapsack algorithm?

a. Heap (Priority Queue) »
b. Stack
c. Queue
d. Linked List



The correct answer is: Heap (Priority Queue)

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