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34. x2 –3y2 = 1376 How many integer solutions exist for the given equation? (a) One (b) Two (c) Four (d) Zero 35.Function f(x) is a continuous function defined for all real values of x, such that f(x) = 0 only for two distinct real values of x. It is also known that...
A security analyst found an old version of OpenSSH running on a DMZ server and determined the following piece of code could have led to a command execution through an integer overflow; Which of the following controls must be in place to prevent this vulnerability? Options: A. Convert all ...
2. For any real number x, the floor function is equal to ___ or equal to the value of x times the greatest integer f (x)? One less than Two less than Five less than Much less than Answer:A) One less than Explanation: For any real number x, the floor function is equal to one...
Define the base case when n == 1. Define the recursive function sum_to_n(). Return n + sum_to_n(n - 1) in the recursive case. Return 1 in the base case. ▼ Question 15: Complete the code to define a recursive function gcd that calculates the greatest common divisor (GCD) of ...
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function a(myin INTEGER) return integer;function b(myin INTEGER) return integer;function c(myin INTEGER) return integer; end;create or replace package body allthree asfunction a(myin INTEGER)RETURN INTEGERasmyint INTEGER:=myin;BEGINif (myin<3)thenmyint:=allthree.b(myint+1);end if;return...
The interview candidate might fall into the trap of trying to write a Balanced() function that's recursive on its own, rather than finding max depth of each subtree then ensuring that any depth difference is not too great. The interviewer might not get a feel for the candidate's coding ...
Everything between the triple quotes (with double quotes, """ or with single quotes,''') is the function'sdocstring, which documents what the function does. A docstring, if it exists, must be the first thing defined in a function. In other words, it should appear on the next line aft...
Write a function to find all the prime factors of a given integer. The function must return a list containing all the prime factors, sorted in ascending order. import math def prime_factors(n): pf = [] while n % 2 == 0: pf.append(2) n = int(n/2) for i in range(3, int(n...