can someone explain why q7 in graphs and relations is B. Some of the other options seem correct
So it's which one is actually, completely true.
A: All points in the feasible region (including boundaries if its greater/less than or equal to) are solutions, so, there are multiple points that are solutions.
B: Only points in the feasible region are valid solutions as they satisfy all constraints.
C: This is not true because you can have greater/less than inequalities with no 'equals to'. This is when you draw dotted lines.
D: This is not true as all points in the feasible region and the boundaries (as explained in A) are solutions, not only the corner points.
E: This is not true because firstly it fits in with the explanation for option D. Building on that, corner points with decimals are in theory solutions! It's only when your variables can be integers in real-life scenarios (eg. x = people) that the corner points with deicmal coordinates cannot be valid solutions.
Hope it makes more sense now
