i-2 Difizngpro() 41=44 S=Sgrten) for Ci= 25 2S;i) f CacI)&Ihas ben fand to be a pime Count tj L4 for Gi= 2ijan,j=jti aljj=FALSE no mutiple of fG5 pine abunt O S 2 (unptss fig y.O if iss gom C22) Dtreiny 12f AIse altaI gD Ca) figure H:O 3 e cade to Coun the numloer af pimes Suitsoly fro m a to 0sing MaNge anay ony i tun cve 3 no euenly ciui eles i.we initialize q and men The 5ieu...
In number theory, he introduced a scheme whose pseudocode is as below. Convert this to Python and explain (line by line) what each line of your code does. Run it for different n up to n-1000. Input: an integer n > 1 . Let A be an array of Boolean values, indexed by integers 2 to n initially all set to true for i = 2, 3, 4, , not exceeding vn: if Alil is true for j-i *2,i* *2+i,...
public static boolean primeCheck (int num) int temp; boolean isPrime-true: for(int i-2;i<=num/ 2 ; i++) temp-numsi if (temp=-0) isPrime-false; break; return isPrime Given the above code segment, 1. (30 points) Draw a Control Flow Graph (CFG) for the code. 2. (10 points) Enumerate the Test Requirements for node coverage. Design a set of 3. 4. 5. test cases (input value num) that will satisfy node coverage. (10 points) Enumerate the Test Requirements for edge coverage. Design a set of test...
#include <assert.h> #include <stdio.h> #include <stdlib.h> // initialize_array is given an array "arr" of "n" elements. // It initializes the array by setting all elements to be "true" (any non-zero value). void initialize_array(int *arr, int n) { // TODO: Your code here. assert(0); } // mark_multiples is given an array "arr" of size n and a (prime) number "p" less than "n" // It assigns "false" (the zero value) to elements at array indexes 2*p, 3*p, 4*p,.., x*p (where x*p...
One way to find prime numbers less than n is to treat them as array indices. Mark each position as True initially, assuming that all numbers are prime. Then, starting with index 2, mark all multiples of 2 (greater than 2) as not prime (False). Repeat this for multiples of 3, then multples of 4, etc. When the algorithm terminates, only prime indices will still be True; everything else will be False. The following function takes an integer n as...
solve with steps 1. (20 points) True or false. Justify. Every planar graph is 4-colorable /2 The number of edges in a simple graph G is bounded by n(n 1) where n is the number of vertices. The number of edges of a simple connected graph G is at least n-1 where n is the number of vertices. Two graphs are isomorphic if they have the same number of vertices and 1) the same mumber of edges 1. (20 points)...
clc,clear N =input('Enter positive number\n'); d=0; x = i; for i= 2:N-1 if (mod(N,i)==0) for j= i:N if (mod(i,j)==0) d = d+1; fprintf('%d\t \n',i); end end end How can I determine the Positive PRIME factors only out of this code? What should I debug? (MATLAB)
LANGUAGE C++ I need help with all 3 questions. Thank you in advance Password Generator← 10 10.201.51. eRAD D scheduling山UitPro 6 Fizz Buzz Write a function "void FizzBuzz(int n)" that lists all of the numbers from 1 to n, but replace all numbers divisible by 3 but not divizible by 5 with the word "Fizz", replace all numbers divisible by 5 but not divisible by 3 with the word "Buzz", and replace all numbers divisible by both 3 and 5...
i got 1 & 2 but not sure on these 3. (a) Write the integer 42750 in a compact standard form. (b) Determine the following, representing your answer in the compact standard form: god((-1)2020 , 2019 3.55-72.(–1)21 6-3.77) 4. Prove that if p is a prime number greater than 3, then p is of the form 3k +10 3k + 2. 5. Prove that if p is a prime number, then yp is irrational for every integer n2 2. 6....
Please find I for #1. find V for #2. find R for #3. find I, I1, I2 for #4. find R (v=12V) , I1, I2 for #5. Show work please, Thanks! 4r find I I 8.52 find V 20 HE R a.. 8. find B ZA 4V 4.3.62 find I, 260 52 find 202 I, 2 lor