Practice problem
Which of the following compound inequalities is equivalent to 2x−3<x+y≤2x+32x-3 < x + y \leq 2x + 32x−3<x+y≤2x+3?
x−3<y≤x+3x-3 < y \leq x + 3x−3<y≤x+3
x−3>y≥x+3x-3 > y \geq x + 3x−3>y≥x+3
2x−3<y≤2x+32x-3 < y \leq 2x + 32x−3<y≤2x+3
x−3<y≤x−3x-3 < y \leq x - 3x−3<y≤x−3
Type a concept, like “slope” or “photosynthesis”.
