Question

(2x-1)^2|x+3|≤0
Solve the inequality (2x-1)^2|x+3|≤0
Solve the inequality @Mathematics

Answer 1

It is not possible that this product would be negative since (2x-1)^2 will always be positive or zero and |x+3| will always be positive or zero. But it could be zero is 2x-1^2 = 0 or x+3 = 0. 2x-1 = 0 if x = 1/2 and x+3 = 0 if x = -3. So the two possible answers are 1/2 and -3

Answer 2

so the answer would be \[[1/2]\cup[-3]\] ?

Answer 3

yes although that is a weird way to state it. If you want to use set notation it would be {1/2,-3}

Answer 4

ok thanks :)