After planning an algorithm (e.g., writing pseudocode or a flow), the recommended way to verify correctness before coding is to desk-check the algorithm step by step using sample data.

Difficulty: Easy

Correct Answer: Desk-check the algorithm

Explanation:


Introduction / Context:
Early error detection is far cheaper than post-implementation fixes. Before coding, designers validate logic by walking through the algorithm manually with representative inputs. This process—desk-checking—exposes logic gaps, boundary errors, and missing cases without the overhead of compiling and running code.


Given Data / Assumptions:

  • An algorithm has been planned (pseudocode/flowchart/structured English).
  • Test inputs and expected behaviors can be enumerated.
  • The goal is to validate logic, not implementation syntax.


Concept / Approach:
Desk-checking simulates execution by hand: track variable values, branch decisions, loops, and outputs across steps. It is especially effective for boundary conditions (min/max, empty lists, zero/negative values) and complex decision trees, preventing many coding-time defects.


Step-by-Step Solution:
Prepare a set of test cases including normal, edge, and error inputs.Trace each pseudocode step, recording intermediate values.Compare reached outputs with expected results; adjust the algorithm if mismatches appear.


Verification / Alternative check:
Teams often combine peer reviews with desk-checks; discrepancies found at this stage drastically reduce later debugging effort, confirming the method’s effectiveness.


Why Other Options Are Wrong:
“Analyze the algorithm” is vague and overlaps but does not specify the concrete verification action. Coding first (B) risks embedding logic errors. Option D concerns program evaluation after coding, which is later than necessary. Option E is wrong because desk-checking is the established practice.


Common Pitfalls:
Skipping edge cases; not documenting traces; using only “happy path” inputs. Always include extremes and invalid cases in desk-checks.


Final Answer:
Desk-check the algorithm

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