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If the Hadron Collider can produce a black hole as some scientists say, how is this black hole formed?
M=m/(( 1-(v/c)^2)^0.5)？ (Einstein's conclusion? In the case of his rights)

Let me read this formula. What does it say?

The mass of an object is equal to? What is the mass m of a stationary object? Divide by? Under the root sign? (1- (object speed? Divide by? Light speed)

That is to say? When the speed of an object is infinitely close to the speed of light, it seems that the ratio of speed to speed of light is infinitely close to 1, that is, the denominator of the whole formula is infinitely close to 0, and my mother is zero in primary school, so it is meaningless to learn too much. However, if the limit idea is used, that is, when the numerator is fixed, the smaller the denominator, the greater the score, so when the denominator approaches zero infinitely, the score is also infinite.

So when the speed of an object is infinitely close to the speed of light, the mass is also infinite. Therefore, when the Hadron Collider accelerates a particle to near the speed of light, its mass will be infinite. There will be a singularity.

As a result, black holes are created.

(A purely personal view based on the correctness of the formula)

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