Is this experimental data?
An inflection point is a point on a curve at which the sign of the curvature changes. Determination of the inflection point requires the second derivative of the curve, which might be
very noisy for real data.
If you can somehow get an array containing the second derivative of the data, you can get the fractional point where it crosses zero using "interpolate array.vi" from the array palette. (you would still need to check that adjacent points have opposite sign for the rare case where one point is exactly zero, but both neighbors have same sign).