Question: Consider the following algorithm. Algorithm whatIs ( n ) if ( n % 2 ! = 0 ) then return 0 if ( n =

Consider the following algorithm. Algorithm whatIs

(

)

(

% 2! = 0)

then return

0

(

= 0)

then return

0

return n

*

+

whatIs

(

- 2)

.

What does this algorithm compute? b

.

Which strategy does it follow to solve the problem? c

.

What is the time

-

complexity of this algorithm? What is its basic operation? Comparison, Multiplication, Addition? Does your complexity analysis depend on which basic operation you choose? Please explain and validate your answer.

Step by Step Solution

There are 3 Steps involved in it

1 Expert Approved Answer

Step: 1 Unlock blur-text-image

Question Has Been Solved by an Expert!

Get step-by-step solutions from verified subject matter experts

Step: 2 Unlock

Step: 3 Unlock

Students Have Also Explored These Related Programming Questions!

Consider the following algorithm procedure palgorithm (n: nEZA n 2) d: 0 for i:= 2 to [] if in then d := i return d What is the output of palgorithm (21)?

Consider the following algorithm procedure palgorithm (n: ne Z^n > 2) d := 0 for i:= 2 to [] if in then d := i return d What is the output of palgorithm (9)?

Consider the following algorithm: MERGE-SORT(A) 1 if length[A] == 1 2 return A 3 else 4. q+ [length[A]/2] 5 create arrays L[1...) and Rq +1.. length[A]] 6 copy A[1..] to L 7 copy Alq + 1.. length[A]]...

Use Pseudo Code for #2 and Master Theroem for #5!! Questions 1. Let T(n) be a running time function defined recursively as 0, T(n) -1, n=0 n-1 3T (n 1)- 2T(n-2), n> 1 a. Find a non-recursive formula...

1) Consider the following algorithm. // Assume that n is a positive integer (= i.e. n > 1), and A[1..n] is a global array . // Note that the index of array A starts from one, not zero. // And also,...

12. (10 points) Consider the following algorithm. // Assume that n is a positive integer (=i.e. n > 1), and A[1..n] is a global array. // Note that the index of array A starts from one, not zero. //...

12. (10 points) Consider the following algorithm. // Assume that n is a positive integer (= i.e. n > 1), and A[1..n] is a global array. // Note that the index of array A starts from one, not zero. //...

Consider the following algorithm. // Assume that n is a positive integer (= i.e. n > 1), and A[1..n] is a global array . // Note that the index of array A starts from one, not zero. // And also, dont...

3. Consider the following algorithm Algorithm XYZ(r,q, n) rq,n are positive integers 1, if n = 1 then return r 2. else 3. if n is odd then return XYZ(r.q,n 1)(n 1)q 4. else return XYZ(r,q,n 1)-(n 1q...

Solve the matrix equation AX = B by Gauss elimination. A and B are specified as: 3 1 2] A = 1 1 3 8 13 B = 8 12 9. 2 2 1 6

Carry out a posterior analysis of the control device problem. That is. decide whether the engineers should be sent, and find the expected monetary value associated with either sending or not sending...

Which of the following financial ratios would best help analyze a company's short - term liquidity? Group of answer choices Gross Profit Margin Debt to Equity Ratio Current Ratio Inventory Turnover...

management is the process that and resolves the root causes of , in order to eliminate repeating Blank 4 Question 1 and minimise the impact of incidents that cannot be