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Name: Sin(x) can be expressed by Taylor series as belowx3x5+3!sin(x) = En=0
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Description: Sin(x) can be expressed by Taylor series as belowx3x5+3!sin(x) = En=0(-1)"x2n+1x7= x -(2n+1)!5!7!Write a F90 program to calculate sin(x) taking appropriatenumber of terms.Hints:• X always in radian• Let y=sin(x)• You have to have two do loops

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Sin(x) can be expressed by Taylor series as below x3 = x - 3! sin(x) = En=0 (-1)"x2n+1 x5 x7 (2n+1)! 5! 7! Write a F90 program to calculate sin(x) taking appropriate number of terms.

C++ Programming: From Problem Analysis to Program Design

8th Edition

ISBN:9781337102087

Author:D. S. Malik

Publisher:D. S. Malik

Chapter5: Control Structures Ii (repetition)

Section: Chapter Questions

Problem 10PE: Redo Programming Exercise 8 using dowhile loops.

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Question

Sin(x) can be expressed by Taylor series as below
x3
x5
+
3!
sin(x) = En=0
(-1)"x2n+1
x7
= x -
(2n+1)!
5!
7!
Write a F90 program to calculate sin(x) taking appropriate
number of terms.
Hints:
• X always in radian
• Let y=sin(x)
• You have to have two do loops

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