Write R code that will create a function named logistic. This will be a function of three arguments k, x0 and L. The function should return a function with a single argument x that computes f(z) = !3! 1+e-K(a-ro)" Use your function to create a function named logistic.standard that computes 1/(1+e") and demonstrate that the function works when r = 0 and t = 10.
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- 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'…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 argumentsPlease provide solution in C++: Write a function MaxMagnitude with two input parameters, that returns the largest-magnitude value. If the inputs are 5 7, the function returns 7. If the inputs are -8 -2, the function returns -8. (Note: The function does not just return the largest value, which for -8 -2 would be -2). Though not necessary, you may use the absolute-value built-in math function. Use the function in a program that takes two integer inputs, and outputs the largest-magnitude value. #include <iostream>using namespace std; int main() { //int MaxMagnitude; int userVal1; int userVal2; { if(abs(userVal1)>abs(userVal2)) return userVal1; else return userVal2; }
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- // Ex 6.1 // // Write a function prototype for a function called "next" // which takes no parameters and returns no result. // Write your code for Ex 6.1 above this line. // Ex 6.2 // // Write a function called "print_rand" which returns no result // and takes, as a single argument, a pointer to an unsigned 32-bit // integer. // // The function should inspect the least significant two bits // of the integer pointed to by the argument, and depending on // the value of the bits, execute one of the following function // calls: // // 0b00: putchar('1'); // 0b01: putchar('2'); // 0b10: putchar('3'); // 0b11: putchar('4'); // // Once you have written this function uncomment the second printf() // statement in main() such that its operation can be tested. // Write your code for Ex 6.2 above this line. // Ex 6.3 // // Complete below the implementation for the function next(). // // next() should: // 1) Right shift the bits in "state" by 1 bit position. // 2) If the bit…Question 1 This question deals with multiplying a 2 X 3 matrix by a 3 X 2 matrix. Your job is to input matrix A, followed by matrix B, then produce matrix C which is the product of A and B. At run time, please use the following for matrix A 1 2 3 4 5 6 followed by the following data for matrix B: 6 5 4 3 2 1 Your program should input the values for A and B in function main, then call a function matrix_mult to produce matrix C which consists of the product of A and B. Please use the following for naming your variables: Ar1c1, Ar1c2, Ar1c3. ..., where Ar1c1 refers to row 1, column 1 of matrix A, etc. (There will be a lot of variables). Do not use arrays to solve this problem.17. A function should determine the average of x and y. What should be the function's parameters and return value(s)? A.Parameters: none Return values: X,y B.Parameters: ×, y, average Return value: none C.Parameters: average Return values; X, y D.Parameters: X, y Return value: average
