Let f : R → (-π/2, π/2) be given by f(t) = tan-1(t). What is Taylor polynomial P1(t) of degree 1 f if t = 0? What is the remainder E1(t) in Taylors formula f(t) = P1(t) + E1(t)?
Let f : R → (-π/2, π/2) be given by f(t) = tan-1(t). What is Taylor polynomial P1(t) of degree 1 f if t = 0? What is the remainder E1(t) in Taylors formula f(t) = P1(t) + E1(t)?
Linear Algebra: A Modern Introduction
4th Edition
ISBN:9781285463247
Author:David Poole
Publisher:David Poole
Chapter6: Vector Spaces
Section6.3: Change Of Basis
Problem 17EQ
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Let f : R → (-π/2, π/2) be given by f(t) = tan-1(t).
What is Taylor polynomial P1(t) of degree 1 f if t = 0?
What is the remainder E1(t) in Taylors formula f(t) = P1(t) + E1(t)?
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