Q2. The Maclaurin series expansion of cos (x) is given below. In many scientific experiments we need to calculate values of cos (x) with different level of precision. Longer the series, higher the calculation accuracy becomes. Write a C++ code, which call a function that will calculate the series as bellow: It is mandatory to write following three functions: A function called 'factorial ()' that takes an integer as parameter and returns the factorial of that integer. [hint: 3! 1*2*3 likewise 7! = 1*2*3*4*5*6*7] a) A function called 'power' that takes a decimal number (b) and an integer (e) as parameter and returns b. [hint: 3=3*3*3*3*3*3] A function called " that takes x as parameter and utilizing b) c) the 'factorial' and 'power' functions to calculate value of cos x using above mentioned formula. Sample Input Sample Output Enter the value of n: 4 cos (5) 2.5 %3D For Cos (x) enter the value of x : 5 Enter the value of n: 3 cos (6) = -27 For Cos (x) enter the value of x: 6

Q2. The Maclaurin series expansion of cos (x) is given below. In many scientific experiments we need to calculate values of cos (x) with different level of precision. Longer the series, higher the calculation accuracy becomes. Write a C++ code, which call a function that will calculate the series as bellow: It is mandatory to write following three functions: A function called 'factorial ()' that takes an integer as parameter and returns the factorial of that integer. [hint: 3! 123 likewise 7! = 1234567] a) A function called 'power' that takes a decimal number (b) and an integer (e) as parameter and returns b. [hint: 3=333*333] A function called " that takes x as parameter and utilizing b) c) the 'factorial' and 'power' functions to calculate value of cos x using above mentioned formula. Sample Input Sample Output Enter the value of n: 4 cos (5) 2.5 %3D For Cos (x) enter the value of x : 5 Enter the value of n: 3 cos (6) = -27 For Cos (x) enter the value of x: 6

C++ for Engineers and Scientists

4th Edition

ISBN:9781133187844

Author:Bronson, Gary J.

Publisher:Bronson, Gary J.

Chapter6: Modularity Using Functions

Section: Chapter Questions

Problem 7PP: (Numerical) Heron’s formula for the area, A, of a triangle with sides of length a, b, and c is...

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