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The Taylor Series expansion for cos(x) and the first 6 terms are: ran 78 r10 f(x) = cos(x) = { (-1) 1 x2 2! x+
The Taylor Series expansion for cos(x) and the first 6 terms are: ran 78 r10 f(x) = cos(x) = { (-1) 1 x2 2! x+ 4! + 6! (2n)! 8! + 10! n=0 a. NOTE: Use help factorial to learn how to calculate terms 2 through 6. HINT: Create separate variables (TScos3, TScos4, TScos5, & TScos6) for the equations using 3, 4, 5, or 6 terms. In Figure 4, plot() the function cos(x), AND the Taylor Series expansion of cos(x) with 3 terms, AND the Taylor Series expansion of cos(x) with 4 terms between -1
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