NEB Class 12 • Computer Science • Programming II • Concept Guide
Recursion in C: NEB Class 12 Computer Guide
Master Recursion in C through clear concepts, representations, a reliable answer method and exam-focused practice.
Core concept
What Recursion in C means physically
Recursion solves a problem by calling the same function on a smaller instance. Correct recursive design has reachable base cases, measurable progress and awareness of stack use.
Define result(n)=base when n reaches the stopping condition; otherwise combine current work with result(smaller n). Prove the argument moves toward the base case.
The institutional reference gives the wider physical model; the CDC curriculum determines the NEB boundary.
Worked checkpoint with interpretation
long fact(int n){if(n<=1)return 1;return n*fact(n-1);} computes factorial for a validated nonnegative n.
Do not stop at the number. State what the sign, ratio, spacing, frequency or direction means. A common error is Omitting a base case, failing to reduce the problem, recomputing expensive branches, or using recursion where input depth can overflow the stack.
NEB answer method
Model → evidence → equation → check
First identify the system and what the question asks. Label the diagram, apparatus or reaction with SI quantities, then state the principle before selecting an equation. Solve symbolically where possible and check units, limiting cases and chemical or physical meaning.
| Stage | Question | Evidence |
|---|---|---|
| Model | What is idealised? | Assumption stated |
| Representation | Which diagram fits? | Labels or balanced equation |
| Calculation | Which relation follows? | Symbols then SI values |
| Evaluation | Does it make sense? | Unit, sign and trend check |
Make the idea concrete in Nepal
Connect the model to a school laboratory, household technology, health, environment, energy or local material. The example should clarify the science rather than merely mention a place. Compare a prediction with an observation and record uncertainty.
Review the NEB Class 12 Computer Science revision roadmap and the complete Computer Science guide. For online or physical tuition, call 9846662070.
Frequently asked questions
Questions students ask about Recursion in C
Recursion solves a problem by calling the same function on a smaller instance. Correct recursive design has reachable base cases, measurable progress and awareness of stack use.
Define result(n)=base when n reaches the stopping condition; otherwise combine current work with result(smaller n). Prove the argument moves toward the base case.
Draw the situation, list known quantities in SI units, choose the governing relation symbolically, substitute once and finish with a unit and reasonableness check.
Omitting a base case, failing to reduce the problem, recomputing expensive branches, or using recursion where input depth can overflow the stack.
Alternate one concept explanation, one diagram and two numericals. Revisit errors after a day instead of only rereading the solution.
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References and next steps
Scope checked against CDC Nepal; concept support from an institutional reference and OpenStax Science. Continue with the Recursion in C cluster.
Ask about online or physical tuition
For focused Class 11 and Class 12 subject tuition, lesson clarification, worked-example practice and exam preparation, call 9846662070. Class mode, timetable, teacher availability and fees should be confirmed directly before enrolment.
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