According to the definition, light cannot escape from a black hole.
How did scientists deduce that light cannot escape from a black hole?
Answer
Scientists asked the question "How does a body of arbitrary mass affect spacetime around it?" To answer this question, they took Einstein's General Relativity and applied it to the description of a spherically symmetric spacetime (meaning you can rotate any way you like and it looks the same) centered on a body of arbitrary mass, M.
I'll spare you the dirty details of this calculation, but what they found it that spacetime can be interpreted (loosely) as "falling" towards a gravitating body. They also found that the direction of an object's motion through time for any path that led away from the gravitating body was given by the sign (positive or negative) of 1−2GMc2R
This is how we came to deduce the existence of a black hole. If 1−2GMc2R<0, nothing can escape and if it equals zero, only light can escape. So they said, that means any body of mass M that has a radius R≤2GMc2 would have a gravitational pull so strong that not even light could enter it and escape afterwards. Because this means that no light could ever come from such a body (and therefore it would look black), and because things fall into it but don't come back out (like a hole), they dubbed it a Black Hole
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