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Question
State any two differences between iteration and recursion.
Distinguish Between
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Solution
| Sr No. | Aspect | Iteration | Recursion |
| 1. | Basic construct | Uses loop statements (for, while, do‑while). Control flow stays in a single function scope and state is updated via variables. | Uses a function that calls itself with smaller/simpler arguments until a base case is reached; each call has its own local state. |
| 2. | Memory usage/overhead | Lower memory overhead: variables stay in one frame; no extra call‑stack frames are required (except normal function overhead). | Higher memory overhead: each recursive call pushes a new frame (locals/return address) on the call stack, which increases memory usage and can lead to stack overflow for deep recursion. |
| 3. | Performance/runtime | Often faster in practice because it avoids repeated function call/return overhead and stack operations. | Often slower due to repeated function call overhead and stack management; some recursive solutions can be optimised (e.g., tail recursion), but not all languages optimise tail calls. |
| 4. | Readability/expressiveness | Clear and concise for simple repetitive tasks; can become complex for problems naturally described by divide‑and‑conquer or tree structures. | Can be more concise and easier to reason about for problems that are naturally recursive (trees, divide‑and‑conquer, backtracking), making algorithms easier to express. |
| 5. | When to prefer | Prefer when performance and low memory use matter, or when the problem is straightforward repetition (loops). | Prefer when the problem maps naturally to recursion (tree traversal, combinatorics, backtracking) or when a clearer, shorter implementation is important despite overhead. |
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