Diameter is dependent on the context in which it is used. In geometry, the diameter of a circle is determined by its radius, as it is twice the radius. Additionally, in various practical applications, such as pipes or cables, the diameter can depend on the specifications needed for functionality or structural integrity. Thus, while diameter itself is a measure, its value can depend on other factors.
The relationship between height and diameter can vary depending on the context, such as in geometry or biology. In geometry, for example, the height of a cylinder is independent of its diameter, as they are separate dimensions. In biological contexts, like trees, there may be a correlation where taller trees tend to have larger diameters, reflecting growth patterns. Overall, the relationship is context-dependent and not universally applicable.
The ratio of C to D will equal pi. This is based on the known formula for the circumference of a circle. D = Diameter of the circular base of a cylinder (independent) C = Circumference of the circular base of a cylinder (dependent)
You do a diameter circle!!
It is half of the diameter or radius = diameter/2
The cord of a circle that contains the center of that circle is a diameter of that circle.
Diameter of either the cartridge or the bore, dependent on how the measurements are taken.
Diameter of clay sewer pipe are dependent on the manufacturer and the nominal diameter of the pipe (generally ranging from 4" to 30"). For one manufacturer's specifications see: http://www.loganclaypipe.com/pp_pipespecsdata.html
The performance of a pneumatic system is dependent upon the air displaced or handled, which is directly proportional to the stroke and diameter. In other words, it is to be considered like a cylinder whose volume increases with diameter and length.
Vapor pressure is the main factor in determining cavitation. Vapor pressure is a dependent on temperature. A pipes diameter becomes a main factor because it directly reflects the velocity of the pipe. Velocity is an important factor in determining cavitation in a pipe since it effects the velocity head for a piping system. If the velocity head is to great it could decrease the pressure inside of the pipe causing cavitation. Example: For a given pipethe flow will constant for. However the velocity in the pipe is dependent on its diameter. This is because velocity is based on the ratio of flow to area. Flow will not change but based on the diameter of the pipe it will have a different velocity. If the pipe had varying diameters the velocity will vary as well. Higher velocities will be at areas where the diameter is small and slower at areas where the diameter is larger.
Size dependent properties include mass and volume. Size independent properties include density and malleability.
The relationship between height and diameter can vary depending on the context, such as in geometry or biology. In geometry, for example, the height of a cylinder is independent of its diameter, as they are separate dimensions. In biological contexts, like trees, there may be a correlation where taller trees tend to have larger diameters, reflecting growth patterns. Overall, the relationship is context-dependent and not universally applicable.
dependent mean dependent othewise not dependent
The rotations per unit of a distance (mile, kilometer, etc.) of a tire are dependent on multiple variables. In order to answer (or even estimate) the size of the tire must be known. Tires can range in diameter from centimeters to meters in diameter.
If you mean the diameter of a circle with area pi, then the diameter is 2. If you mean the diameter of a circle with circumference pi, then the diameter is 2. If you mean the diameter of a circle with diameter pi, then the diameter is pi. If you mean the diameter of a circle with radius pi, then the diameter is 2pi.
nominal diameter is the original diameter of an object
The answer is also dependent on the size of the windmill used to collect the wind power. The greater the area of the windmill's blades the more power can be generated.
The critical speed of a SAG mill is the speed in RPM's at which centrifugal force causes the material being ground to be held against the inside of the shell. This speed is only dependent on the diameter of the mill.