The minimum value of g, or the acceleration due to gravity, for a blackhole is approximately 9.8 meters per second squared (m/s^2). This is equivalent to the acceleration due to gravity on Earth's surface.
The minimum value of g for a blackhole is calculated using the Schwarzchild radius, which is a measure of the radius of the event horizon, or the point of no return, for a given mass. This calculation involves the mass of the blackhole and the speed of light.
No, the minimum value of g for a blackhole cannot be lower than 9.8 m/s^2. This is because this value is determined by the mass of the blackhole and the speed of light, which are both constants in the universe.
The minimum value of g for a blackhole is significantly higher than that of other celestial bodies, such as planets or stars. This is because the gravitational pull of a blackhole is incredibly strong due to its massive density.
If the minimum value of g for a blackhole is exceeded, it means that the object or mass is too massive to maintain its own structural integrity and will collapse into a blackhole. This is known as the Schwarzschild limit.