Given C > 0, let P: function y = C ^ X be a decreasing function on R; Q: inequality x + | x-2c | >

Given C > 0, let P: function y = C ^ X be a decreasing function on R; Q: inequality x + | x-2c | >

The monotone decreasing function y = C ^ x on R is equivalent to 0 = 2C) or 2C (the solution set of X1 is that R is equivalent to 2C > 1 and C > 1 / 2
If P is correct and Q is incorrect, then 0 = is greater than or equal to and + & is positive infinity