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Assuming That No Calculator Is Handy, What Known Maclaurin Series

Question 56

Multiple Choice

Assuming that no calculator is handy, what known Maclaurin series would you use to approximate sin(95°) using as few terms as possible, and at what point would you evaluate that series?


A) - cos(x) , x = Assuming that no calculator is handy, what known Maclaurin series would you use to approximate sin(95°) using as few terms as possible, and at what point would you evaluate that series? A) - cos(x) , x = B) cos(x) , x = C) sin(x) , x = D) sin(x) , x = E) none of the above
B) cos(x) , x = Assuming that no calculator is handy, what known Maclaurin series would you use to approximate sin(95°) using as few terms as possible, and at what point would you evaluate that series? A) - cos(x) , x = B) cos(x) , x = C) sin(x) , x = D) sin(x) , x = E) none of the above
C) sin(x) , x = Assuming that no calculator is handy, what known Maclaurin series would you use to approximate sin(95°) using as few terms as possible, and at what point would you evaluate that series? A) - cos(x) , x = B) cos(x) , x = C) sin(x) , x = D) sin(x) , x = E) none of the above
D) sin(x) , x = Assuming that no calculator is handy, what known Maclaurin series would you use to approximate sin(95°) using as few terms as possible, and at what point would you evaluate that series? A) - cos(x) , x = B) cos(x) , x = C) sin(x) , x = D) sin(x) , x = E) none of the above
E) none of the above

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