An 82 kg couch is pushed with a force of 56 N at a 40-degree angle above horizontal, with a coefficient of friction of 0.051. The vertical component of the applied force reduces the normal force, affecting the frictional force. Calculations show that the frictional force equals the horizontal component of the applied force, resulting in no net force and thus no acceleration. This implies the couch moves at a constant velocity rather than accelerating. The discussion emphasizes understanding the balance of forces and the implications of constant velocity in this context.