Taylor series for calculating cos(x) in Java

Computer Networking: A Top-Down Approach (7th Edition)
7th Edition
ISBN:9780133594140
Author:James Kurose, Keith Ross
Publisher:James Kurose, Keith Ross
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Taylor series for calculating cos(x) in Java
r is the distance between them.
The second one is the Taylor series for calculating cos(x): [x is in radians]
x4
Formula 2: Cos (x)
x6
+.... = E2o(-1)'
= 1
x(21)
-
2!
4!
6!
(2i)!
Notes:
(CUNSIUGI all ait iivainy-point numbers)
2. Formula 2 requires 2 parameters to be evaluated: x (a floating-point number) and n (integral
number): (precision - the number of terms to be accumulated)
a. i.e., if n = 4 then your program should calculate cos(x) = 1 - 5 + - only.
Sho
Transcribed Image Text:r is the distance between them. The second one is the Taylor series for calculating cos(x): [x is in radians] x4 Formula 2: Cos (x) x6 +.... = E2o(-1)' = 1 x(21) - 2! 4! 6! (2i)! Notes: (CUNSIUGI all ait iivainy-point numbers) 2. Formula 2 requires 2 parameters to be evaluated: x (a floating-point number) and n (integral number): (precision - the number of terms to be accumulated) a. i.e., if n = 4 then your program should calculate cos(x) = 1 - 5 + - only. Sho
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