Ax 0 Bx 1 and x 1 Cx can be any real number D1
A.x< 0
B.x< -1 and x > 1
C.x can be any real number
D.-1 <= x < 1
Please explain!
Solution
From taylor series of e^x:
xn/n! = ex
So for all values of x, the given series is convergent to ex
Answer C.

A.x< 0
B.x< -1 and x > 1
C.x can be any real number
D.-1 <= x < 1
Please explain!
From taylor series of e^x:
xn/n! = ex
So for all values of x, the given series is convergent to ex
Answer C.
