Just to add something a bit more specific.
Here is: the current is symmetric, no argue there. But the voltage is not.
For example, as the current flows from the amp to the speaker, due to loses from heat, the energy will be less and less as the current flows toward the load, in this case it's the speakers. That is the amp will send some energy out, but by the time the energy arrives at the load will be slightly less due to loses such as heat. If the energy is the same, it would violate the conservation of energy law.
Energy is equal to = V * I. And since I is symmetric, then it's must be the voltage that is NOT. That is voltage at the amp end will always be slightly larger than the voltage at the load (speakers).
Here is: the current is symmetric, no argue there. But the voltage is not.
For example, as the current flows from the amp to the speaker, due to loses from heat, the energy will be less and less as the current flows toward the load, in this case it's the speakers. That is the amp will send some energy out, but by the time the energy arrives at the load will be slightly less due to loses such as heat. If the energy is the same, it would violate the conservation of energy law.
Energy is equal to = V * I. And since I is symmetric, then it's must be the voltage that is NOT. That is voltage at the amp end will always be slightly larger than the voltage at the load (speakers).