Q1: Complete the following program by writing its functions:static void Main(....){}double z; long P=1; int a, b, c=-4;int[] = {1, 3, 9, 10, 12, 7, 8};fint gabs (c);Prime (f, out b);Find (g, out z);Power (a [1], a [2], ref p); // where P= a[1]a[²]double d-fact (g) ;Max (f);C#// return absolute value of c// b=the average of Prime numbers in f// z = 1! + 2! + ... + g!// return the factorial of x using// recursion principle// print the maximum value of fConsole.Write("{0}: {1}{2}: {3}: {4}",g,b,z,p,d);

Power(a[1], a[2], ref p); This function is wrong as a is an integer and not an array. So we cannot…

Q1: Complete the following program by writing its functions: static void Main(....) { } 10, 12, 7, 8}; double z; long P=1; int a, b, c=-4; int[] f = {1, 3, 9, int g = abs (c); Prime (f, out b); Find (g, out z); Power (a [1],a [2], ref double d-fact (g); Max (f); Console.Write("{0}: C# // return absolute value of c // b=the average of Prime numbers in f // z = 1! + 2! + ... + g! p); // where P= a[1]a[2] // return the factorial of x using // recursion principle // print the maximum value of f {1}{2}: {3}: {4}",g,b, z,p, d);

Q1: Complete the following program by writing its functions: static void Main(....) { } 10, 12, 7, 8}; double z; long P=1; int a, b, c=-4; int[] f = {1, 3, 9, int g = abs (c); Prime (f, out b); Find (g, out z); Power (a [1],a [2], ref double d-fact (g); Max (f); Console.Write("{0}: C# // return absolute value of c // b=the average of Prime numbers in f // z = 1! + 2! + ... + g! p); // where P= a[1]a[2] // return the factorial of x using // recursion principle // print the maximum value of f {1}{2}: {3}: {4}",g,b, z,p, d);

C++ Programming: From Problem Analysis to Program Design

8th Edition

ISBN:9781337102087

Author:D. S. Malik

Publisher:D. S. Malik

Chapter15: Recursion

Section: Chapter Questions

Problem 8SA

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Q1: Complete the following program by writing its functions: static void Main (... .) { double z; long P=1; int a, b, c=-4; int[] f = {1, 3, 9, 10, 12, 7, 8}; int g = abs (c); Prime (f,out b) ; Find (g, out z); Power (a [1], a[2], ref p); // where P= a[1]a121 double d=fact (g); // return absolute value of c // b=the average of Prime numbers in f // z = 1! + 2! + + g! ... // return the factorial of x using // recursion principle // print the maximum value of f Маx (f) ; Console.Write ("{0}: {1}:{2}:(3} : {4}",g,b, z,p,d);
Q1: Complete the following program by writing its functions: static void Main (... .) { double z; long P=1; int a, b, c=-4; int[] f = {1, 3, 9, 10, 12, 7, 8}; int g = abs (c); Prime (f, out b) ; Find (g, out z); Power (a [1], a[2], ref p); // where P= a[1]a121 double d=fact (g) ; // return absolute value of c // b=the average of Prime numbers in f // z = 1! + 2! + + g! ... // return the factorial of x using // recursion principle // print the maximum value of f Max (f) ; Console.Write ("{0}: {1}:{2}:(3} : {4}",g,b, z,p,d);
Q1: Complete the following program by writing its functions: static void Main (....) { double z; long P-1; int a, b, c=-4; int[] f = {1, 3, 9, 10, 12, 7, 8}; int g = abs (c) ; Prime (f,out b) ; Find (g, out z); Power (a [1] , a[2],ref p); // where P= a[1]a(2] double d=fact(g); // return absolute value of C // b=the average of Prime numbers in f // z = 1! + 2! + ... + g! // return the factorial of x using // recursion principle // print the maximum value of f Маx (f) ; Console.Write ("{0}: {1}: {2}:{3}: {4}",g,b, z,p,d);
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