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Answer:
Using the normal distribution table, the z-score closest to the lowest 10% is [tex]z=-1.28[/tex]
Find the score corresponding to this z-score.
x = zσ + μ
x = -1.28(5) + 85 = 78.6
So, the range of scores is between 0 to 79 (or 78)
Note: I think this requires an integer answer. If you round the number, you'll get 79 (around lowest 12%). However, if you strictly follow the lowest 10%, then it's 78 (around lowest 8%).