Create a software that accepts n integers and inserts any number into a specified location.
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Create a software that accepts n integers and inserts any number into a specified location.
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- Create a software that calculates the sum of all the digits in a given number.Create a python program that the user will input a set of positive integers (0 TO TERMINATE) and the output is to count the number of prime and composite numbers.Create a software that accepts two complex integers and multiplies them.
- Create a program that will discover all prime numbers up to a specified value.python: Write a program that prompts for a file name, then opens that file and reads through the file, looking for lines of the form:X-DSPAM-Confidence: 0.8475 Count these lines and extract the floating point values from each of the lines and compute the average of those values and produce an output as shown below. Do not use the sum() function or a variable named sum in your solution.Create a Python tool that can change any number into one of the following formats: Binary to decimal exchange. Converting numbers from decimal to hexadecimal.
- Write a python program that that chooses among two alternative unary operations on a real number entered by a user. The choices are ABSOLUTE VALUE and GREATEST INTEGER VALUE.Write a Python program that converts base 10 numbers to any given base (between 2 & 16). Program needs to be user friendly and should ask user for input and then display the result.7) Under computer integer arithmetic, the quotient J/K of two integers J and K is less than or equal to the usual quotient. True or false?
- Create a programme that uses just 1000 32-bit integers to sort a list of unique integers between 0 and 1 million. From a file, the integers are read.Write a Python program that takes any number in any base (between 2 and 16) and converts it to base 10. Program needs to be user friendly and should ask user for input and then display the result.Write a Python program segment, using a loop, to calculate and print the sum of the odd integers from 1 to 99. (Hint: 1+3+5+7 + . . . +99)