yevaud":1tuoyq7x said:
The total mass/energy of the universe is a constant, and while it moves (so to speak) between mass and energy (depending), it never actually changes. All of the mass and all of the energy would always total exactly the same as it was 13.7 billion years ago regardless of whatever form it was currently held in.
I dont know... Your answer is technically correct, but seems off to me. Hear me out.
The Law of Conservation of Energy cannot be applied to the universe as a whole, because there is no way to count up all the energies inside of it (unless you know something the rest of us dont know). Energy depends on your reference frame. For instance, in physics you talk about gravitational potential energy. That energy depends on where you put the origin of your coordinate system. How much energy does this book have resting on the table? Zero, if your origin is the table, but m*g*h if your origin is the floor.
Kinetic energy also depends on reference frame. How much energy is in your car on the freeway? 1/2 m v^2 to a person standing on the side of the road, but zero if you are in the car, because then your reference frame is that of the car, and you and the car have the same velocity.
Because spacetime is curved by gravity, no reference frame can contain the whole thing. Therefore you can't apply conservation of energy because you can't determine what the total energy is. In General Relativity, the energy of the universe is undefined. Unless the universe is flat (has no curvature), in which case the total energy is zero. The universe is extremely close to being, and in fact might be flat.
So to the OP; The energy is first stored in the wood, then it moves to heat and light, it stays that way, until it is captured by another tree and turned back into energy in the wood (with a bit of loss due to inefficiency).
Well that’s what I think anyway.