GATE | GATE CS 1997 | Question 59
Consider the following function
Function F (n, m: integer): integer; begin If (n<=0) or (m<=0) then F:=1 else F:= F(n-1,m) + F(n, m-1); end;
Use the recurrence relation to answer the following question.
Assume that n, m are positive integers. Write only the answers without any explanation.
a. What is the value of F(n,2)?
b. What is the value of (n,m)?
c. How many recursive calls are made to the function F, including the original call, when evaluating F(n,m).
Quiz of this Question
My Personal Notes arrow_drop_up
Please Login to comment...