Yes,
marykatemoller, you could see
(B) as reversed logic!
Let's walk through it from the top! Since this is a 'must be true' question, the stimulus is simply a list of facts we know.
FC's taproot length = 1/2 FC height
more rain FC get ~ taller FC tends to grow
If FC gets >2 X average-rainfall-for-habitat --> FC height above average
We also know that with this type of
Inference question, the answer will be likely unpredictable, but fully supportable.
(E) rises to the occasion! If FC gets >2 X average-rainfall-for-habitat, then we the FC height must be above average. And since the height is always twice the taproot length, the taproot length must also be above average!
A quick tour of the
unsupportable:
(A) Couldn't they both have received more than twice the average rainfall? Perhaps one received more than the other, but both received alot!
(B) Reversed logic! All we know about an FC with a longer-than-average taproot is that the plant's height must be greater than average as well.
(C) We don't know a thing about what happens when a plant receives the average rainfall! We're only told what happens when the plant receives more than twice the average.
(D) This compares two groups of trees by height - we know that the more rain an FC gets, the taller it
tends to grow. But "tends" is not a guarantee, and we need guarantees for a 'must be true' question.