Appeared in: 2023 (3 sets)
The solution set of the inequation $3x + 5y < 7$ is :
(a) whole $xy$-plane except the points lying on the line $3x + 5y = 7$.
(b) whole $xy$-plane along with the points lying on the line $3x + 5y = 7$.
(c) open half plane containing the origin except the points of line $3x + 5y = 7$.
(d) open half plane not containing the origin.