If photons are massless, then explain Heisenberg's uncertainty principle. I thought the reason why we can't accurately determine the precise location of subatomic particles was because the photons exert a force on the particles before being reflected to our eyes, which pushes the particles ever so slightly.
Also, I thought black holes emitted x-rays, gamma rays and other nonsense, so there are more ways to prove their existence than pictures from (((the scientific community))).
I will start with the last thing you said then the first thing you said. X rays gamma rays and "other nonsense" being emitted deep in space is certainly not an all for one factor to explain the existence of something such as a black hole. I have always wondered if a star died how long its light would be seen years after it is gone by observers who are light years away. Also why would the radiation the star leaves behind disappear instantly? Of course this would apply to supernova's and not dwarf stars that are remnants of stars long since exhausted like our star will one day become. Seriously though, if a star explodes why is the radiation going to disappear right away?
Ok next. The uncertainty principle:
"In quantum mechanics, the uncertainty principle (also known as Heisenberg's uncertainty principle) is any of a variety of mathematical inequalities[1] asserting a fundamental limit to the precision with which certain pairs of physical properties of a particle, known as complementary variables or canonically conjugate variables such as position x and momentum p, can be known or, depending on interpretation, to what extent such conjugate properties maintain their approximate meaning, as the mathematical framework of quantum physics does not support the notion of simultaneously well-defined conjugate properties expressed by a single value.
Introduced first in 1927, by the German physicist Werner Heisenberg, it states that the more precisely the position of some particle is determined, the less precisely its momentum can be known, and vice versa.[2] "
So let's say light is not massless for a second. Let us say it is a particle. This would indicate according to Heisenberg that as a moving particle then isolating the position of the particle when it is moving it is difficult and likewise if it is still like in a black hole...... Or whatever it is inside the black hole, less moving or whatever I never did understand what they say actually happens to light particles in a black hole, but lets say still for the sake of the argument then trying to figure out its momentum from that point of view would be really difficult.
Now here is the mind blowing part. Lol not at all trying to sound sarcastic. From the position of earth and observing a gravitational phenomenon at closest at least a few million light years away, wether it is essentially still inside the singularity or moving violently as space and time are sucked up and threshed about like being inside a blender wouldn't it be difficult to observe in all its qualities from our point of view moving in space or our point of view relatively still from the point of view of such a distance in space from where we are?
Hahaha! Insurmountable I imagine! I would think from our limited point of view quantifying the exact physics of the speed of light, its effect from gravity, space time itself, and the difference in space time from the point of view of an observer would be really difficult. Haha or maybe I am wrong and we have this nailed down to a T. In which case I think if time and space distortion physics or "quantum physics" if you will were nailed down to a T and we knew wormholes existed that could tunnel an object or person through one time plane to another and all the physics involved then we would have a formula for the energy needed to create time travel, or a formula entirely disproving that time travel could ever exist.