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For the following Example write the recursive algorithm Find an element in Array of n elements: To count # of elements in an array Factorial
- For the following Example write the recursive algorithm
- Find an element in Array of n elements:
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- To count # of elements in an array
- Factorial of integer n
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- For the following recursive program identify the base and the recursive steps
int fact ( int n )
{
if ( n == 0 ) return 1;
return n * fact(n-1);
}
Base Case is:
Recursive step is :
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- Explain how the factorial of 4 works
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- The recursive algorithm is ----------------- select the correct answer
Linear logarithmic exponential Non
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- The recursive algorithm time complexity is ( select the correct answer)
- O(n)
- O(n2)
- O(n-1) O(n)
- O(2n)
- The recursive algorithm of factorial has time complexity -----
- The recursive algorithm time complexity is ( select the correct answer)
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- The recursive algorithm of Fibonacci has time complexity -----
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- Determine the Possible Problems Infinite Loop of the following programs and how to fix this problem
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- int bad ( int n ) {
If(n==0) return 1;
return bad(n-1); }
- int bad ( int n ) {
return bad(n-1); }
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- consider the Example Towers of Hanoi, write the steps to solve this problem in recursive approach, the problem is described as following:
- Move stack of disks between pegs
- Can only move top disk in stack
- Only allowed to place disk on top of larger disk
- consider the Example Towers of Hanoi, write the steps to solve this problem in recursive approach, the problem is described as following:
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- List the advantage of Non recursive algorithms:
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- List the advantage of recursive algorithms:
- List the disadvantage of recursive algorithms:
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