Determine the number of terms necessary to approximate cos x to 8 significant figures using the Maclaurin series approximation cosx = 1 Term 1² 14 tº + + 2 4! 6! 8! Calculate the approximation using a value of x=0.7 π rad. Use the rue value of cos 0.7 =-0.587785252 Show step-by-step solutions per term. Complete the table: Result E₁ - نیا Ea is ε<ες S

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter6: The Trigonometric Functions
Section6.7: Applied Problems
Problem 68E
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Determine the number of terms necessary to approximate cos x to 8
significant figures using the Maclaurin series approximation
cosx = 1
Term
1² x4 tº x8
+
+
2 4! 6! 8!
Calculate the approximation using a value of x=0.77 rad. Use the rue value of
cos 0.7 π =-0.587785252
Show step-by-step solutions per term.
Complete the table:
Result
-
E₁
Ea
is ε <E.
'S
Transcribed Image Text:Determine the number of terms necessary to approximate cos x to 8 significant figures using the Maclaurin series approximation cosx = 1 Term 1² x4 tº x8 + + 2 4! 6! 8! Calculate the approximation using a value of x=0.77 rad. Use the rue value of cos 0.7 π =-0.587785252 Show step-by-step solutions per term. Complete the table: Result - E₁ Ea is ε <E. 'S
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