P: Is "1 - (x-1) / 3" = - 2 or 1 + m > = 10? Plus m > 0 in the stem, when I solve it, it's 0 What about the solution of x > 10
In this way, non-p is a sufficient and unnecessary condition for non-Q, so non-p can deduce non-Q, and non-Q may not deduce non-P
Non P is X10
When x > 10
(x-1)^2-m^2>9^2-m^2
When x9-m ^ 2
The intersection of two terms is 0
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