What is the correct command to find square root of anynumber, x.sqrt(x) Osquare rt (x) OSqrt xsqrtxWhat is the output of the following code?i=0;while [i<5]i=i+1;endOutput is suppressed Oi=5Declaration Error OSyntactical ErrorK

What is the correct command to find square root of any number, x. sqrt(x) O What is the output of the following code? i=0; while [i<5] i=i+1; end square rt (x) Sqrt x sqrtx O * Output is suppressed O i=5 Declaration Error O Syntactical Error

What is the correct command to find square root of any number, x. sqrt(x) O What is the output of the following code? i=0; while [i<5] i=i+1; end square rt (x) Sqrt x sqrtx O * Output is suppressed O i=5 Declaration Error O Syntactical Error

Database System Concepts

7th Edition

ISBN:9780078022159

Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan

Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan

Chapter1: Introduction

Section: Chapter Questions

Problem 1PE

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Proc network allow us to define the convergence tolerance for the PageRank algorithm. This value must be a positive number. The default is 1E-9. The PageRank algorithm stops iterating when the difference between the PageRank score of the current iteration and the previous iteration is less than or equal to the tolerance defined. To define the convergence tolerance, we can use the option PAGERANKTOLERANCE=. Write The code to shows how to compute the PageRank centrality using proc network based on a directed graph using unweighted links.
We can specify the PageRank algorithm's convergence threshold using proc networks. This figure has to be positive. Default value is 1E-9. When the difference between the PageRank scores of the current iteration and the previous iteration is less than or equal to the tolerance set, the PageRank algorithm ceases iterating. We can use the PAGERANKTOLERANCE= parameter to specify the convergence tolerance. Write The example code demonstrates how to calculate PageRank centrality using a proc network built on a directed graph with unweighted links.
Need help Testh bench code in Verilogmodule Examen1#(parameter P = 4)( input [P:0] e_a, input [P:0] e_b, output reg [P+1:0] vs_a); always @* begin if (e_a[P] == e_b[P]) begin vs_a[P:0] = e_a[P-1:0] + e_b[P-1:0]; vs_a[P+1] = e_a[P]; end else begin if (e_a[P-1:0] > e_b[P-1:0]) begin vs_a[P:0] = e_a[P-1:0] - e_b[P-1:0]; vs_a[P+1] = e_a[P]; end else begin vs_a[P:0] = e_b[P-1:0] - vs_a[P-1:0]; vs_a[P+1] = e_b[P]; end end end endmodule THIS IS THE TEST BENCH module Examen1_TB; #(parameter P=4); reg [P:0] in_a;reg [P:0] in_b;wire [P+1:0] in_s; Examen1_Ins…
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 n^2). Apply divide-and-conquer algorithm in the problem. Make sure all test cases return expected outputs by providing output screenshots. Provide screenshots Hint: Apply bisection method/modules Output FormatOutput contains a line with two space-separated integers W_a and W_b.- W_a is the maximum matchups won by Hamiltonia- W_b is the maximum matchups won by Burrgadia. Sample Input 03 554402410 Sample Output 03 0 Sample Input 15 4833485183 Sample Output 12 2 Sample Input 27 81028121912601319851 Sample Output 27 0 The actual code """Solves a test case Parameters:a : int - number of leaders in Hamiltoniab : int - number of leaders in Burrgadias_i : array-like - rap proficiencies of Hamiltonia's leadersr_j : array-like - rap proficiencies of…
Given the expression let x = 8.965; what is the value of x.toPrecision(2)?
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 n^2). Apply divide-and-conquer algorithm in the problem. Make sure ALL test cases return expected outputs by providing output screenshots. Hint: Use binarySearch() Output FormatThe output contains one line with a single integer T_min, the minimum T needed to take out all N enemies within R rounds. If no T exists, print "A smile better suits a hero..." (without quotes) Sample Input 03 4 2 72212212 Sample Output 00 Sample Input 15 6 14 1283857211222 Sample Output 1A smile better suits a hero... Sample Input 25 6 2 1027261221211 Sample Output 23 The actual code """Solves a single test case. Parameters:n : int - number of enemiesk : int - number of attacksf : int - damage dealt by each conscious enemy each roundh : int -…
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 n^2). Apply divide-and-conquer algorithm in the problem. Make sure ALL test cases return expected outputs by providing output screenshots. Output FormatThe output contains one line with a single integer T_min, the minimum T needed to take out all N enemies within R rounds. If no T exists, print "A smile better suits a hero..." (without quotes) Sample Input 03 4 2 72212212 Sample Output 00 Sample Input 15 6 14 1283857211222 Sample Output 1A smile better suits a hero... Sample Input 25 6 2 1027261221211 Sample Output 23 The actual code """Solves a single test case. Parameters:n : int - number of enemiesk : int - number of attacksf : int - damage dealt by each conscious enemy each roundh : int - your max hit pointshp_i…
A matrix's trace is equal to its trace transposed. The diag method of Numpy may be used to extract the elements along the diagonal of a square matrix. Retrieving data from diagonals above or below the primary diagonal is possible using the optional parameter k. The call trace, just like in Python programming, may be used to get a matrix's trace.
What is wrong with this scipy code. from scipy import minimize def eqn (x) : return x* *2 + x + 2 min minimize (eqn, 0, method='BFGS') print (min)
Must answer properly attach output screenshot What would be the CONCURRENT implementation of it. (identify which part(s) can be executed concurrently such that the overall resultis correct but a faster execution is realized.) Totient ranges to be testes using concurrent implementation of the code: Sum of totients between 1 and 10000Sum of totients between 1 and 20000Sum of totients between 1 and 50000 what i understand so far: In order to implement this code in a concurrent manner, the sumTotient function would need to be segmented into many smaller parts that are capable of running in parallel with one another. For instance, the sumTotient method may be segmented into four distinct parts, with each part corresponding to a different set of numerical values (e.g. 1-2500, 2501-5000, 5001-7500, and 7501-10000). It would therefore be possible to process these four pieces simultaneously, which would result in a quicker overall execution time. What would be the CODE for the concurrent…
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 n^2). Apply divide-and-conquer algorithm in the problem. Make sure all test cases return expected outputs. Hint: Apply bisection method/modules Output FormatOutput contains a line with two space-separated integers W_a and W_b.- W_a is the maximum matchups won by Hamiltonia- W_b is the maximum matchups won by Burrgadia. Sample Input 03 554402410 Sample Output 03 0 Sample Input 15 4833485183 Sample Output 12 2 Sample Input 27 81028121912601319851 Sample Output 27 0 The actual code """Solves a test case Parameters:a : int - number of leaders in Hamiltoniab : int - number of leaders in Burrgadias_i : array-like - rap proficiencies of Hamiltonia's leadersr_j : array-like - rap proficiencies of Burrgadia's leaders Returns:win_a : int - number of…
Show that the given argument is either valid or invalid using resolution. If Sally does her homework, people call Sally a wimp. However, nobody calls Sally a wimp. Therefore, Sally doesn’t do her homework.