The Schwarzchild radius calculator is used to determine the potential of a black hole; the formula for the calculator is Rschwarzchild=2MG over C^2. The radius is a way to measure a sphere from which no light, no particles and no information can come from.Know More
When a mass is input into the Schwarzchild radius calculator, it can be determined that the mass will collapse into a black hole when the mass reaches the radius given. For example, if the mass of earth was put into the Schwarzchild calculator, the calculator would then return a number that would be the radius the earth would need to be in order to turn into a black hole. This calculator is the best way for astrophysicists to determine when a planet or a mass of anything will turn into a black hole. When they are able to know the approximate radius of the black hole inevitability, they will be able to estimate the amount of time it will take that mass or object to get to the black hole radius.
In every black hole, there is a radius of light around it. This is called the event horizon and is actually the same size as the Schwarzchild radius. Every black hole has an event horizon and the horizon can be the easiest indicator that there is a black hole present. The event horizon can also be referred to as the photon sphere.Learn more about Shapes
To determine the square footage of a rectangle, multiply the length by the width. The answer is in given square units. For example, if a lawn is 20 feet by 30 feet, the measurement is 600 square feet. This is also referred to as "area."Full Answer >
To convert radians per second to meters per second, multiply theta, the rate of motion in radians per second, by the radius of the arc along which the motion is taking place. The radius measurement must be in meters.Full Answer >
The length of an arc of a circle is obtained by using the formula L=?r?/180, where L is the length of the minor arc of the circle, r is the radius of the circle and ? is the angle made by the arc at the center of the circle.Full Answer >
The volume of a cone is found by multiplying the area of the circular base by the height of the cone, and then dividing the product by 3. The area of the base is found by taking the square of the radius and multiplying it by pi.Full Answer >