Proposition p: "the equation x2 + y2m = 1 is an ellipse with focus on the y-axis", proposition q: "the function f (x) = 43x3-2mx2 + (4m-3) x-m increases monotonically on (- ∞, + ∞)". If P ∧ Q & nbsp; is a false proposition and P ∨ Q is a true proposition, the range of M is obtained

Proposition p: "the equation x2 + y2m = 1 is an ellipse with focus on the y-axis", proposition q: "the function f (x) = 43x3-2mx2 + (4m-3) x-m increases monotonically on (- ∞, + ∞)". If P ∧ Q & nbsp; is a false proposition and P ∨ Q is a true proposition, the range of M is obtained

Proposition p: "equation x2 + y2m = 1 is an ellipse with focus on the y-axis", then M > 1, proposition q: "function f (x) = 43x3-2mx2 + (4m-3) x-m monotonically increases on (- ∞, + ∞)," then f '(x) = 4x2-4mx + (4m-3) ≥ 0 is constant for X ∈ R, then △ = (- 4m) 2-16 (4m-3) ≤ 0 {1 ≤ m ≤ 3, from P ∧ q is false, P ∨ q is true, then p and Q are true and false, if P is true and Q is false, then M > 1m If P is false Q true, then m ≤ 11 ≤ m ≤ 3, then M = 1. To sum up, M > 3 or M = 1