This study proposes a predator-prey model that incorporates fear effects and additional food provision. A theoretical analysis is conducted by first establishing the positivity and boundedness of solutions, and then examining the existence and stability of all feasible equilibria. Models with unilateral and bilateral impulsive state feedback control are further introduced and analyzed. For these controlled systems, sufficient conditions for the existence and orbital asymptotic stability of order-1 periodic solutions are derived. Numerical simulations are provided to support the theoretical findings, showing excellent agreement with the analytical results. Finally, a systematic sensitivity analysis is performed to quantify the influence of the prey's fear factor and the total amount of additional food on the system dynamics.