📄 recfib2.cpp
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#include <iostream>using namespace std;#include "tvector.h"#include "prompt.h"// Illustrates "bad" recursion for computing Fibonacci numbers// but made better using a static vector for storing valuesint gFibCalls = 0;const int FIB_LIMIT = 40;long RecFib(int n)// precondition: 0 <= n// postcondition: returns the n-th Fibonacci number{ static tvector<int> storage(FIB_LIMIT+1,0); gFibCalls++; if (0 == n || 1 == n) { return 1; } else if (storage[n] == 0) { storage[n] = RecFib(n-1) + RecFib(n-2); return storage[n]; } else { return storage[n]; }}int main(){ int num = PromptRange("compute Fibonacci #",1,FIB_LIMIT); cout << "Fibonacci # " << num << " = " << RecFib(num) << endl; cout << "total # function calls = " << gFibCalls << endl; return 0;}
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