For the sieve technique we solve the problem?
(A) recursively (B) mathematically (C) accurately (D) precisely [showhide type=”post” more_text=”►Correct Option” less_text=”Show less…”] Correct Option is: A [/showhide]
Fundamentals of Algorithms Mcqs for Screening tests, Interviews, Viva and Other competitive exams. Algorithms Mcqs section will help users to prepare mcqs of Computer Algorithms for various exams. Aspirants of Lecturer Computer Science, SST Computer Science, Subject Specialist Computer Science, Data Entry operator, Computer Programmer, Computer Operator, System administrator and all other Exams can prepare their Algorithms portion from here.
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(A) recursively (B) mathematically (C) accurately (D) precisely [showhide type=”post” more_text=”►Correct Option” less_text=”Show less…”] Correct Option is: A [/showhide]
(A) True (B) False (C) NA (D) NA [showhide type=”post” more_text=”►Correct Option” less_text=”Show less…”] Correct Option is: A [/showhide]
(A) n items (B) phases (C) pointers (D) constant [showhide type=”post” more_text=”►Correct Option” less_text=”Show less…”] Correct Option is: A [/showhide]
(A) T(nk) (B) T(n / 3) 4 (C) n^2 (D) n/3 [showhide type=”post” more_text=”►Correct Option” less_text=”Show less…”] Correct Option is: A [/showhide]
(A) T(n) = T(n-1) +1 (B) T(n) = nT(n-1) +1 (C) T(n)= T(n-1) +n (D) T(n)=T(n(n-1)) +1 [showhide type=”post” more_text=”►Correct Option” less_text=”Show less…”] Correct Option is: D [/showhide]
(A) (n^2) (B) T(n) (C) T( log n) (D) T(n log n) [showhide type=”post” more_text=”►Correct Option” less_text=”Show less…”] Correct Option is: B [/showhide]
(A) O(logn) (B) O(n) (C) O(nlogn) (D) O(n^2) [showhide type=”post” more_text=”►Correct Option” less_text=”Show less…”] Correct Option is: A [/showhide]
(A) Both have same asymptotic time complexity (B) A is asymptotically greater (C) B is asymptotically greater (D) None of others [showhide type=”post” more_text=”►Correct Option” less_text=”Show less…”] Correct Option is: A [/showhide]