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The star that is hotter will have a higher luminosity.
The mass of a black hole determines its "size" or diameter of the event horizon. The relationship between mass and radius (Schwarzchild radius) is described by a formula in which the size is proportional to the gravitational constant and mass of the black hole and inversely proportional to the square of the speed of light.
The relationship between the radius and surface area depends on the shape and that is why some cells are spherical while others are flattened. The greater the SAV ratio of an object, the greater the scope for surface reactions of the object with its surroundings.
The relationship between radius and fluid flow rate is inversely proportional. As radius goes down, fluid flow rate goes up. The highest fluid flow rate will be at the lowest radius.
R = r0A1/3 Where R is nuclear radius (I'm assuming this is your chosen measure of size), r0 is the constant 1.05fm and A is the nucleon number, or mass number.
For all BCC lattice structures, the Lattice constant (a) can be found by : a = (4r) / sqrt(3)
There is a constant relationship between the radius of a circle and its circumference. This is expressed in a formula.
Ionic Charge and Ionic Radius - the smaller the radius the greater the lattice energy
Ionic Charge and Ionic Radius - the smaller the radius the greater the lattice energy
The relationship between the radius and the diameter of a circle is that: radius = diameter /2
ionic charge and ionic radius; the smaller the ionic radius the greater the lattice energy
The relationship between the radius and area of a circle is as follows: Area of circle = 3.14 x Radius x Radius or 22/7 x Radius x Radius
As a cone will always have a base which is a circle, the relationship between the diameter and radius remains constant with that of a circle at any point of the shape. The radius is always 1/2 of the diameter. To figure out the volume of a cone you must first work out the radius, for the formula is: (1/3) x Pi x R^2 x h ^2 = Squared
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The radius is half the diameter of a circle.
You must use the relationship between the inner radius and the outer radius. The relationship could very well be different every time you run into a problem like this, and I can't answer the question this time because you haven't described any relationship between them.
The radius is excatly half of the diameter