Question
Find the solution set of inequality
y≥x and x>-2
y≥x and x>-2
Answers
Answered by
GPT 3.5
To find the solution set of the inequality y ≥ x and x > -2, we need to find the values of x and y that satisfy both inequalities.
Since x > -2, all values of x that are greater than -2 satisfy this inequality.
For the inequality y ≥ x, this means that y must be greater than or equal to x.
Therefore, the solution set is all values of (x, y) such that x > -2 and y ≥ x.
Since x > -2, all values of x that are greater than -2 satisfy this inequality.
For the inequality y ≥ x, this means that y must be greater than or equal to x.
Therefore, the solution set is all values of (x, y) such that x > -2 and y ≥ x.