5. Write a function to convert a integer to hexidecimal. Do not use the Python hex function (i.e. hexnumber = hex(number)) to convert the number, instead write your own unique version (i.e. MYHEX: hexnumber = MYHEX(number)). Your function should not use any Python functions like hex, dec, oct, bin or any other Python functions or modules. Functions, like Python ORD, can be used to convert a string to a integer.
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- 36- Consider the following function call: min(x, y) What is the function name and what is the first argument? a. The function name is min and the first argument is x b. Functions in Python don't have names (they're anonymous functions), but the first argument is x. c. The function name is min, but you need to see the function definition to determine the arguments. d. Functions in Python don't have names (they're anonymous functions) and you need to see the function definition to determine the argumentsWrite a function that takes 4 integers (num1,den1,num2,den2) as parameters which represent the rational numbers num1/den1, num2/den2 and returns the addition of these two fractions. A/B + C/D = AD +BC/BD • den1, den2 can not be zero. • use simplify function.Please code in python Using the function from the previous problem, write a function durdle_game(target) which takes in as an argument a single string that will be the target to guess, and lets the user attempt to guess the target word. Each time the user makes a guess, the function will print out the result of the previous function to tell the user how close they are. If the user guesses correctly, then the game is over. Have the function return the number of guesses that it took the user to get the correct answer Hints: You may assume that the target and all of the input strings are 5 letters and all lowercase.
- For this question you will design and implement a function that takes 5 arguments and produces 5 return values. This question is internally recognized as variant 0371. The 5 arguments must be of types int, int, bool, bool, and char (in that order), and they must be stored in parameter variables 'ham', 'bar', 'xyz', 'gzk', and 'foo', respectively. As a clarifying example, the second parameter - 'bar' - will be of type int. The function you create must perform the operations list below, in the specified order and exactly as they are described here. You are NOT permitted to simplify the operations. 1. create a new variable named 'ukr' that stores the result of increasing the 'ham' parameter by 42 2. if the conjunction of the 'xyz' parameter and the 'gzk' parameter has a value of True, multiply the value of the 'ham' parameter by a value of 29 and store the result back in 'ham' 3. negate the value of the 'xyz' parameter and store the result back in 'xyz' 4. decrease the value of the 'ham'…Write a function with one integer parameter that will return the sum of the divisors of its argument c++Look at the differences between max1 and max22. What is the difference?3. Do the two functions do the same amount of computation?4. If so, do you think that the two functions will run in the same amount of time? #include <stdio.h>#include <time.h>#include <stdlib.h> // For the assignment, be sure to run unmodified code, but you are free to // play around with the code to try out different parameters or different// implementations. // arrs is a 16384 element array of 256 integer arrays (a 2D array)// each function is run 50 times (numiters) in order to increase the runtime// into the range of seconds (which is the time printed) int max1(int** arrs, int narrs, int arrlen) { int max = 0; for (int i=0; i<narrs; i++) { for (int j=0; j<arrlen; j++) { if (arrs[i][j] > max) max = arrs[i][j]; } } return max;} int max2(int** arrs, int narrs, int arrlen) { int max = 0; for (int j=0; j<arrlen; j++) { for (int i=0; i<narrs; i++) {…
- Write a function which will swap its arguments if the first argument is greater than its second argument,but will not interchange them if the first argument is smaller than or equal to the second argument. Thefunction should return 1 if a swap was made, and 0 otherwise.(Hint: Make sure to use call by reference.)Write also a short test driver(i.e. a main() invoking your function). C++1. Write a function which takes one parameter int num, and prints out a countdown timer with minutes and seconds separated by a colon (:). It should print out one line for each second elapsed and then pause one second before printing out the next line. A few things to note: - You can assume that calling the function usleep(1000000) makes the program pause for one second - It should count down from num minutes:zero seconds to zero minutes:zero seconds - Your function must have the following signature: void timer(int num) You do not need to demonstrate calling this function from main(). You don't need to format the output nicely; the below is acceptable output for calling this function when minutes is 10: 10:0 9:59 9:58 … 9:1 9:0 8:59 8:58 … 0:2 0:1 0:02) Write a program to check whether a number given by the user is prime,armstrong, perfect number or not using functions correctly. (Using C++) For this program, you should create three functions named isPrime, isArmstrong, isPerfect. Hint: a) A prime number is a natural number greater than 1, which is only divisible by 1 and itself.b) An integer number is called Armstrong number if sum of the cubes of its digits is equal to the number itself. For example: 370 is an armstrong number because: 370=3*3*3+7*7*7+0*0*0 =27+343+0 =370 c) A perfect number is a positive integer which is equal to the sum of its proper positive divisors. For example: 6 is the first perfect number. Proper divisors of 6 are 1, 2, 3. Sum of its proper divisors = 1 + 2 + 3 = 6. Hence 6 is a perfect number.
- Please finish function between. Function between have two parameter a and b which are both the pointer point to integer. Function between return the summation of all integer after pointer a and before pointer b.Describe all the cases when it is not desirable to invoke inline functions.Mc2. WRITE PYTHON FUNCTION THAT: You need to write the function which takes the index of the last point in the path sent, current, as well as the path, as arguments and returns the index of the next point to send. To write this function, remember the equations for the slope (m) of a line given two points on the line, and the offset (c) of a line give one point and the slope: y = mx +c. If you know the slope and offset, then whenever you are given a point (x1,y1) you can determine whether it lies on the line or not by evaluating r = y1-m*x1-c. This (y=mx+c) will be zero for a point on the line, and non-zero otherwise! The easiest way to see if you are on a straight line is to use the first two points to calculate m and c, then sum the value of r for the third, fourth, etc. until you reach a point where the sum of r exceeds some threshold value. That is, when the points have accumulated too much error from a straight line. You can use 0.1 as your default value of the threshold.…