python program - Let A be an array with arbitrary length. What is the syntax for shifting A by 5 steps to the left (note the direction)? - What is the syntax for calculating the correlation between A and A shifted by 10 steps to the right?

Develop python program of function randomArray(m, n) that takes two integers as argument and returns a 2D m-by-n array with random elements in it. Develop python program of function adder(a1, a2) that reads two 2D arrays of the same size and returns an array that is the summation of a1 and a2. To add the two arrays, you need to add their elements, correspondingly. Develop a python program of function inverseArray(a) that takes a 2D-array as argument and inverses the array. You will need to inverse the rows, first and then inverse the columns, next. For instance, if the array = [[2, 3, 4], [5, 6, 7]], the inverse will be = [[7, 6, 5], [4, 3, 2]]

help with c++...paste indented code plzz Q3: Ask user enter size of array N, then ask user enter maximum number of array element X, then create an array size N, and assign each element of array to random number between 1~X. Print the array, and also find which element appeared most in the array, print all if there are multiple elements which are most at the same time. Sample input: Enter N: 20 Enter X: 10 Sample output: 8 7 10 8 1 7 4 3 4 7 5 6 4 3 1 10 1 9 9 10 1 4 7 appear most

Please help me make codes for this coding problem. Using Arrays in C Programming. I need the codes As Soon As Possible. Thank you!

Code with comments and output screenshot is must. Thank you!

Write a C program that finds the maximum and minimum values in an array. The array should have 20 elements. Your program will fill the array with random integers in the range between 10 & 75; inclusive. The program should display the array elements. The elements should be displayed in a single line, separated with spaces. It should also display the minimum and maximum values detected.

Design and implement a recursive program(in java) to determine and print the Nth line of Pascal's triangle, as shown below. Each interior value is the sum of the two values above it. Hint: Use an array to store the values on each line.