Write Python code of a program that reads an integer, and prints the integer if it is a multiple of NEITHER 2 NOR 5. For example, 1, 3, 7, 9, 11, 13, 17, 19, 21, 23, 27, 29, 31, 33, 37, 39 ... === hint(1): use the modulus (%) operator for checking the divisibility hint(2): You can consider the number to be an integer Example01: Input: 3

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There are five errors in this code. Correct the errors and make the code work. Explain what are the errors found. import java.util.Scanner; //Testing.java //Displays running total of numbers in lines of standard //input correct to two decimal places. //Uses an out of range number (100) to quit. public class TWODPS{ public static void main (String [] args) { Scanner input new Scanner (System.in); double total=0; boolean flag=true; System.out.println ("Use an out of range entry 100 to quit."); while (flag) { System.out.println ("Enter a number on a line:"); double d = input.nextDouble (); if (outofRange (d) ) { flag=false; else{ dispTwoDPs ("The number value is: ",d); total = total + d; dispTwoDPs ("The total is: ",total); System.out.println (); System.out.println ("Next."); } //end of else }//end of while System.out.println ("You quit."); }//end of main static boolean outOfRange (double d) { if (d>-100) return true; if (d>100) return true; return false; }

Given two numbers, return true if the sum of both numbers is less than 100. Otherwise return false. Examples lessThan100 (22, 15) → true // 22 + 15 = 37 less Than100 (83, 34) // 83 + 34 = 117 - false less Than100 (3, 77) → true

In the classic problem FizzBuzz, you are told to print the numbers from 1 to n. However,when the number is divisible by 3, print "Fizz''. When it is divisible by 5, print "Buzz''. When it isdivisible by 3 and 5, print"FizzBuzz''. In this problem, you are asked to do this in a multithreaded way.Implement a multithreaded version of FizzBuzz with four threads. One thread checks for divisibilityof 3 and prints"Fizz''. Another thread is responsible for divisibility of 5 and prints"Buzz''. A third threadis responsible for divisibility of 3 and 5 and prints "FizzBuzz''. A fourth thread does the numbers.

Based on the following C code:       {       int x, y, z, sum, total;       int *pt1, *pt2, *ptc;       x = 99;       y = 86;       pt1 = &y;       pt2 = pt1;       ptc = &x;       z = (*(&y))/2 + (*pt2)/3 + 5;       sum = (x + y + *pt1 + *pt2 + z)/3;       total = sum + *ptc + *pt1;       }         (1) What is the value of z? (2) What is the value of sum? (3) What is the value of the             total? (4) What is the address of the data 86?

Write code for.  Computes the smallest x that satisfies the chinese remainder theorem    for a system of equations.    The system of equations has the form:    x % nums[0] = rems[0]    x % nums[1] = rems[1]    ...    x % nums[k - 1] = rems[k - 1]    Where k is the number of elements in nums and rems, k > 0.    All numbers in nums needs to be pariwise coprime otherwise an exception is raised    returns x: the smallest value for x that satisfies the system of equations.

python programming

Using python, please explain 1: A positive integer greater than 1 is said to be prime if it has no divisors other than 1 and itself. A positive integer greater than 1 is composite if it is not prime. Write a program that asks the user to enter an integer greater than 1, then displays all of the prime numbers that are less than or equal to the number entered  The program should work as follows: Once the user has entered a number, the program should populate a list with all of the integers from 2 up through the value entered. The program should then use a loop to step through the list. The loop should pass each element to a function that displays the element whether it is a prime number.

1. Write a pyrhon program that prints out a classic hangman stick figure. The program should ask the user to enter a number from 1-6 and the corresponding hangman should be printed. The value the user inputs corresponds to the number of incorrect guesses in a real hangman game and so the completeness of the hangman will correspond to the number of ‘incorrect guesses’ inputted by the user (e.g., if the user enters 1, then only the head of the hangman will be printed; full example below). Example:Enter a number from 1-6: 1O Enter a number from 1-6: 2O|Enter a number from 1-6: 3O\||Enter a number from 1-6: 4O\|/|Enter a number from 1-6: 5O\|/|/Enter a number from 1-6: 6O\|/|/ \ 2. Modify your program from problem 1 so that the user input is checked to be a validsingle digit (1-6) before printing the corresponding hangman. If the input is not valid, theninstead of a hangman the following message should be printed “Invalid input: you must enter asingle number from 1-6.” Example:Enter a…