Use the first five terms of the Maclaurin series in Exercise 45 to approximate sin⁻¹ 1/2 . Compare the result with the calculator value.

Data From Exercise 45

Show, by integrating the Maclaurin series for ƒ(x) =1√1 − x², that for |x|

Transcribed Image Text:

sin ¹ x = x + n=1 1.3.5 (2n-1) x²n+1 2.4.6 (2n) 2n + 1