1. Let h be defined as in part (c)[5x-(3/2)x^2+x^3/6] Given that f(1)=3, either find the exact value of h(1) or explain why it cannot be determined.

For this one I said that it could not be determined, but I'm not entirely sure if I'm right.

2. Find the radius of convergence of the Taylor series for f about x=5. The nth derivative is given by f^{(n)}(5) = ((-1)^{n}n!)/(2^{n}(n+2)) and f(5) = 1/2.

For this I got a radius of two using the ratio test, again, not sure if I'm right.