This is precisely why I think people shouldn't reify mathematical entities, like spacetime being a literal fabric that "expands" or "curves." When we say space expands we just mean that things that are traveling in a straight line will have their paths curve away from one another. You can imagine two people in a space ship flying next to each other and neither one of them places any pressure on their pilot joystick to turn the space ship, yet over time they find that their paths diverge from each other anyways. This creates a tendency for everything to move away from everything else.
When Einstein first introduced his theory of gravity, it was clear that gravity causes straight lines to curve towards each other, and if you add up all the localized effects of gravity, on a universal scale, the whole universe would on average eventually come together and collapse.
It was believed at the time that the universe is eternally static, so he found a free parameter in theory called the cosmological constant that creates a universal positive curvature (making paths diverge) which if set to just the right value could balance out the totality of the local negative curvatures (making things converge) and give you a static universe.
However, when physicists actually measured the cosmological constant (it's a free parameter like G, you have to measure it) it turns out to be way larger than is necessary just for a static universe.
No, it's the lack of agreement that is the problem. Interpreting classical mechanics is philosophical as well, but there is generally agreement on how to think about it. You rarely see deep philosophical debates around Newtonian mechanics on how to "properly" interpret it. Even when we get into Einsteinian mechanics, there are some disagreements on how to interpret it but nothing too significant. The thing is that something like Newtonian mechanics is largely inline with our basic intuitions, so it is rather easy to get people on board with it, but QM requires you to give up a basic intuition, and which one you choose to give up on gives you an entirely different picture of what's physically going on.
Philosophy has never been empirical, of course any philosophical interpretation of the meaning of the mathematics gives you the same empirical results. The empirical results only change if you change the mathematics. The difficulty is precisely that it is more difficult to get everyone on the same page on QM. There are technically, again, some disagreements in classical mechanics, like whether or not the curvature of spacetime really constitutes a substance that is warping or if it is just a convenient way to describe the dispositions of how systems move. Einstein for example criticized the notion of reifying the equations too much. You also cannot distinguish which interpretation is correct here as it's, again, philosophical.
If we just all decided to agree on a particular way to interpret QM then there wouldn't be an issue. The problem is that, while you can mostly get everyone on board with classical theories, with QM, you can interpret it in a time-symmetric way, a relational way, a way with a multiverse, etc, and they all give you drastically different pictures of physical reality. If we did just all pick one and agreed to it, then QM would be in the same boat as classical mechanics: some minor disagreements here and there but most people generally agree with the overall picture.