tan^-1x in (x-1) verify Taylor's theorem.
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1
Step-by-step explanation:
The expansion of tan x is given below: tan(x)=x+(x^3)/3+(2x^5)/15+(17x^7)/315+(62x^9)/2835
Answered by
0
Answer:
The power series expansion of tan−1(x) is
tan−1(x)=x−13x3+15x5−17x7+⋯.
Use the above series to determine a series for calculating π.
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