Construct a sequence of interpolating values $Y_n, to,f(1 + \sqrt{10})$, where $f(x) = (1 + X^2)^{-1}$ for $-5 \leq X \leq 5$, as follows: For each n = 1,2, ... ,10, let $h = \frac{10} {n}$
$x_j^n= -5 + jh$, for each j = 0, 1,2, ... ,n. What would my sequence be exactly. I have come up with something but it seems incorrect.
The first term would be : $-5+0*\frac{10} {1}$
The second ther would be : $-5+1*\frac{10} {2}$
And so forth. But I have a feeling that this is incorrect.