Let τ(X) be the Taylor Series expansion of f(x) = x3 + x2 + 1019 cen – McqOptions

MCQOPTIONS

1.	Let τ(X) be the Taylor Series expansion of f(x) = x3 + x2 + 1019 centered at a = 1019, then what is the value of the expression 2(τ(1729))2 + τ(1729) * f(1729) – 3(f(1729))2 + 1770?
A.	1770
B.	1729
C.	0
D.	1
Answer» B. 1729

Discussion

No Comment Found

Related MCQs

A function f(x) which is continuous and differentiable over the real domain exists such that f(n) (x) = [f(n + 1) (x)]2, f(0) = a and f(1)(0) = 1.
Let Mclaurin series of some f(x) be given recursively, where an denotes the coefficient of xn in the expansion. Also given an = an-1 / n and a0 = 1, which of thefollowing functions could be f(x)?
Let τ(f(x)) denote the Taylor series for some function f(x). Then the value of τ(τ(τ(f(1729)))) – 2τ(τ(f(1729))) + τ(f(1729)) is?
f(1) (n) = g(n) (0) holds good for some functions f(x) and g(x). Now let the coordinate axes containing graph g(x) be rotated by 30 degrees clockwise, then the corresponding Taylor series for the transformed g(x) is?
To find the value of sin(9) the Taylor Series expansion should be expanded with center as ___________
Find the Taylor series expansion of the function cosh(x) centered at x = 0.
Let τ(X) be the Taylor Series expansion of f(x) = x3 + x2 + 1019 centered at a = 1019, then what is the value of the expression 2(τ(1729))2 + τ(1729) * f(1729) – 3(f(1729))2 + 1770?
What is the coefficient of x101729 in the series expansion of cos(sin(x))?
The Mclaurin Series expansion of sin(ex) is?