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Mediumarrayssearching

~105s

Comparisons in a linear search

The array A is 1-indexed. How many times is the comparison A[i] == key evaluated?

Integer A[1..8], i, key, cmp
Set A = {12, 7, 9, 25, 4, 18, 25, 3}
Set key = 25
Set cmp = 0
Set i = 1
While i <= 8
    Set cmp = cmp + 1
    If A[i] == key Then
        Break
    End If
    Set i = i + 1
End While
Print cmp
Show the answer and the worked solution

Correct answer: B.

4

Worked solution

  1. i = 1 compares 12 against 25: cmp = 1, no match.
  2. i = 2 compares 7: cmp = 2. i = 3 compares 9: cmp = 3.
  3. i = 4 compares 25 against 25: cmp = 4 and the Break fires.
  4. The second 25 at position 7 is never reached, so 4 is printed.

Answer: 4.

The idea

Linear search costs one comparison per position examined and stops on the first hit. The duplicate later in the array is there to tempt you into counting all the way to position 7.

Shortcut. A search that stops on the first hit makes exactly as many comparisons as that hit's position, and 25 first appears at position 4.

Common trap. 3 counts only the failed comparisons before the match; cmp is increased before the test, so the matching comparison counts too.

Comparisons in a linear search — Aptitude Question

Comparisons in a linear search: The array A is 1-indexed. How many times is the comparison A[i] == key evaluated? Answer and worked solution on CodeKairo.

Question

The array A is 1-indexed. How many times is the comparison A[i] == key evaluated?

Integer A[1..8], i, key, cmp
Set A = {12, 7, 9, 25, 4, 18, 25, 3}
Set key = 25
Set cmp = 0
Set i = 1
While i <= 8
    Set cmp = cmp + 1
    If A[i] == key Then
        Break
    End If
    Set i = i + 1
End While
Print cmp

Options

  1. 3
  2. 4
  3. 7
  4. 8
Show the answer and the worked solution

Correct answer: B. 4

Worked solution

  1. i = 1 compares 12 against 25: cmp = 1, no match.
  2. i = 2 compares 7: cmp = 2. i = 3 compares 9: cmp = 3.
  3. i = 4 compares 25 against 25: cmp = 4 and the Break fires.
  4. The second 25 at position 7 is never reached, so 4 is printed.

Answer: 4.

The idea

Linear search costs one comparison per position examined and stops on the first hit. The duplicate later in the array is there to tempt you into counting all the way to position 7.

Shortcut. A search that stops on the first hit makes exactly as many comparisons as that hit's position, and 25 first appears at position 4.

Common trap. 3 counts only the failed comparisons before the match; cmp is increased before the test, so the matching comparison counts too.

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