Q1) Write a C++ program to compute the value of S using function called Compute_S(x, n), where the value of S(x, n)= - (X²)/1! + (X)/2! - (X)/3! + (X³)/4! ..... ± (X(2n))/n!. The function Compute_S(x, n) uses another function called Compute_Term(x, i) function to compute the terms ± (X(2))/i! during the iteration i. The function Compute_Term(x, i) uses three static variables sign=-1, pwrX=1, Fact-1. The variable sign is changed each call from -1 to 1 or from 1 to -1, the variable pwrX multiplied at each call by x² (i.e. pow(x, 2)) to compute x2* from x²*(i-1) (ex:x6=x4*x², pwrX= pwrX* x²), and the variable Fact calculate the factorial of i based on the factorial of (i-1) starting from 1 (ex: fact(i)=i* fact(i-1)).

C++ for Engineers and Scientists
4th Edition
ISBN:9781133187844
Author:Bronson, Gary J.
Publisher:Bronson, Gary J.
Chapter2: Problem Solving Using C++using
Section2.1: Introduction To C++
Problem 1E: (Practice) State whether the following are valid function names and if so, whether they’re mnemonic...
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Q1) Write a C++ program to compute the value of S using function called Compute_S(x, n), where
the value of S(x, n)= − (X²)/1! + (X4)/2! - (X)/3! + (X³)/4! ..... ± ( X(2n))/n!. The function
Compute_S(x, n) uses another function called Compute_Term(x, i) function to compute the terms
± (X2))/i! during the iteration i. The function Compute_Term(x, i) uses three static variables
sign=-1, pwrX=1, Fact=1. The variable sign is changed each call from -1 to 1 or from 1 to -1, the
variable pwrX multiplied at each call by x² (i.e. pow(x, 2)) to compute x2* from x²*(i-1)
(ex:x6=x4*x², pwrX= pwrX* x²), and the variable Fact calculate the factorial of i based on the
factorial of (i-1) starting from 1 (ex: fact(i)=i* fact(i-1)).
Transcribed Image Text:- Q1) Write a C++ program to compute the value of S using function called Compute_S(x, n), where the value of S(x, n)= − (X²)/1! + (X4)/2! - (X)/3! + (X³)/4! ..... ± ( X(2n))/n!. The function Compute_S(x, n) uses another function called Compute_Term(x, i) function to compute the terms ± (X2))/i! during the iteration i. The function Compute_Term(x, i) uses three static variables sign=-1, pwrX=1, Fact=1. The variable sign is changed each call from -1 to 1 or from 1 to -1, the variable pwrX multiplied at each call by x² (i.e. pow(x, 2)) to compute x2* from x²*(i-1) (ex:x6=x4*x², pwrX= pwrX* x²), and the variable Fact calculate the factorial of i based on the factorial of (i-1) starting from 1 (ex: fact(i)=i* fact(i-1)).
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