Q$24-$Q$25$ are based on the following problem:

A company manufactures two products X and Y$.$ Each product has to be processed in three departments: welding, assembly, and painting. Each unit of X spends $2$ hours in the welding department, $3$ hours in assembly and $1$ hour in painting. The corresponding times for a unit of Y are $3,2$ and $1$ hours respectively. The employee hours available in a month are $1,500$ for the welding department, $1,500$ in assembly, and $550$ in painting. The contributions to profits are $$100$ for product X and $$120$ for product Y$.$

Q$24$: What is the equation of the labor constraint line for the welding department in this linear program?

Group of answer choices

$2$X $+3$Y $<=1,500$

None of these answers

$3$X $+2$Y $<=550$

$3$X $+2$Y $<=1,500$

$2$X $+3$Y $<=550$