In$$ the$$ context$$ of$$ sensitivity$$ analysis$$ for$$ linear$$ programming$$ problems,$$ explain$$ how changes in the coefficients of the objective function and the right$-$hand side constants of the$$ constraints$$ can$$ affect$$ the$$ optimal$$ solution.$$ Using$$ any$$ case$$ study$$ or$$ hypothetical example,$$ and$$ illustrate$$ how$$ sensitivity$$ analysis$$ can$$ help$$ managers$$ make$$ informed decisions when facing$$ these changes, particularly$$ focusing on the potential shifts in the feasible region and optimal solution.