Given the following, short, poorly written code, if we did run this program, how many times the string yes will be printed ? Explain why (be detailed and provide equation(s) if any): void main(void) { fork() ; fork() ; printf ("The Matrix"); }
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Given the following, short, poorly written code, if we did run this
Explain why (be detailed and provide equation(s) if any):
void main(void)
{
fork() ; fork() ; printf ("The Matrix");
}
Step by step
Solved in 3 steps
- Consider the following procedure: procedure mystery (x, y, z); integer x, y, z;beginz = 2; y= z+x;endand consider the following code fragment: A[1] := 2;A[2] := 1;n := 1;mystery (A[1],A[n],n); What will be the final values of n, A[1] and A[2] if the parameters are passed by reference?Information is present in the screenshot and below. Based on that need help in solving the code for this problem in python. The time complexity has to be as less as possible (nlogn or n at best, no n2) and runtime should be under 1 second. Apply dynamic programming. Do not use recursion. Make sure ALL test cases return expected outputs. Output FormatFor each query, output one line containing an integer Dn. The number must be output mod (109 + 7). Sample Input 0:501234 Sample Output 0:10129 Edge Case: (to test against runtime and timeout error)300000 (number of queries)300000300000300000300000...and so on until there are 300,000 of them The actual code: def solve(n): MOD = 1000000007 # compute and return answer here q = int(input().rstrip()) outs = [] for i in range(q): n = int(input().rstrip()) outs.append(solve(n)) print("{}".format("\n".join(list(map(str,outs)))))Hello,So for my assignment I had to create a program that would find the sum and then average of a list of numbers. I managed to do that part fine, but I was also meant to use double data type for my variables which I think I may have done right too? But for some reason in my output for my answer Im still getting a whole number, when I should be getting a decimal number. Does anyone see a mistake im making?
- Consider the following procedure: procedure mystery (x, y, z); integer x, y, z;beginz = 2; y= z+x;endand consider the following code fragment: A[1] := 2;A[2] := 1;n := 1;mystery (A[1],A[n],n); What will be the final values of n, A[1] and A[2] if the parameters are passed by name?Keeping data structures and algorithms in mind, can you help me to write these two functions in java? The factorial of a positive integer n —which we denote as n!—is the product of n and the factorial of n − 1. The factorial of 0 is 1. Write two different recursive methods that each return the factorial of n. Include the two methods in a file called Test.java What to submit: The Test.javaInformation is present in the screenshot and below. Based on that need help in solving the code for this problem in python. The time complexity has to be as less as possible. Apply dynamic programming and memoization. Do not use recursion. Make sure ALL test cases return expected outputs. Hint: Approach the problem with 2D Dynamic Programming. Output FormatOutput one line containing a single integer containing the answer as described in the problem statement. This number must be output mod 109 + 7. Sample Input 0:3 9357 Sample Output 0:5 Sample Input 1:3 23151615 Sample Output 1:4 Sample Input 2:3 6123 Sample Output 2:8 The actual code: def solve(n,c,ws): # compute and return answer here # place 2 nested for loops here MOD = 1000000007n, c = list(map(int,input().rstrip().split(" ")))ws = [int(input().rstrip()) for i in range(n)]print(solve(n,c,ws))
- I know you guys can answer 3 Multiple choice at atime but please answer one extra so I do not have to ask one more question. 7.) Which of the following is correct? a. String[] list = new String{"red", "yellow", "green"}; b. String[] list = new String[]{"red", "yellow", "green"}; c. String[] list = {"red", "yellow", "green"}; d. String list = {"red", "yellow", "green"}; e. String list = new String{"red", "yellow", "green"}; 8.) What are the base cases in the following recursive method? public static void xMethod(int n) { if (n > 0) { System.out.print(n % 10); xMethod(n / 10); } } a. n > 0 b. n <= 0 c. no base cases d. n < 0 9.) Fill in the codeto complete the following method for computing factorial./** Return the factorial for a specified index */ public static long factorial(int n) { if (n == 0) // Base case return 1; else return _____________; // Recursive call } a. n * (n - 1) b. n c. n * factorial(n - 1) d. factorial(n - 1) * n 10.) All…Give an example of how the Structured Programming Theorem can eliminate the uncertainty caused by GOTO statements and simplify overly complex code. When writing an essay of the appropriate length, be sure to use only your own words.Consider the following procedure:procedure mystery (x, y, z); integer x, y, z;beginz = x - 1;y = 1;endand consider the following code fragment:A[1] := 3;A[2] := 3;n := 1;mystery (A[2], A[n], n); A) What will be the final values of n, A[1] and A[2] if the parameters are passed by reference? B) What will be the final values of n, A[1] and A[2] if the parameters are passed by value? C) What will be the final values of n, A[1] and A[2] if the parameters are passed by name?
- Consider the following code: x = [1 2 3 4 5]; y = [4 1 2 7 9]; comp = x > y; added = [x + y, 2]; What types of variables will 'comp' and 'added' be? How many values might they contain? Explain why in a sentence or two. In MatLabAnswer the question please?What is the return value of the following recursive algorithm when the input arguments are A=[0,0,1,0,0,1,0,1] and pos=7? function F(A,pos)if(pos<0) return 0 if(pos==length(A)-1 or pos==0 or A[pos-1]==1 or A[pos+1]==1) return 0 + F(A,pos-1) if(A[pos-1]==0 and A[pos+1]==0) return 1+ F(A,pos-1) One of these options below are correct, which one? 7 2 8 5 none of the othersIn order to determine the minimum velocity and maximum height, a recursive approach can be employed. The implementation involves soliciting input from the user for the initial values of minimum velocity and maximum height, which will serve as the starting points for the recursive calculations?