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What the time complexity of LinearSearch algorithm? a. O(logn) b. O(n) c. O(2^n) d. O(n^2)

Question

What is the time complexity of the LinearSearch algorithm?

  • a. O(logn)
  • b. O(n)
  • c. O(2^n)
  • d. O(n^2)
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Solution

Understanding the Linear Search Algorithm

  1. Concept of Linear Search:

    • Linear search is a straightforward algorithm used to find a specific element in a list or array. It involves checking each element of the list one at a time in a sequential manner until the desired element is found or the list ends.
  2. Time Complexity Analysis:

    • In the worst-case scenario, the algorithm must check every element in the list. Therefore, if there are n n elements in the list, the algorithm may need to perform up to n n comparisons.
  3. Formal Representation:

    • The time complexity is described using Big O notation. Since the algorithm needs to check each element one by one in the worst case, the time complexity can be expressed as: O(n) O(n)

Conclusion

In conclusion, the time complexity of the Linear Search algorithm is O(n) O(n) . Therefore, the correct answer is:

Final Answer

b. O(n)

This problem has been solved

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