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per block being encoded vs and inverse proportional to

These two phrases are not directly comparable as they serve different purposes. 'Per block being encoded' is used to describe a specific context related to encoding blocks of data, while 'and inverse proportional to' is used to indicate a mathematical relationship of inverse proportionality. Therefore, the choice between them depends on the specific context in which they are being used.

Last updated: March 15, 2024

per block being encoded

This phrase is correct and commonly used in the context of data encoding to refer to the process happening for each block of data being encoded.

This phrase is used to describe a situation or action that occurs for each individual block of data that is being encoded.

Examples:

  • The error correction process is applied per block being encoded.
  • The compression algorithm operates per block being encoded.

and inverse proportional to

This phrase is correct and is used to describe a mathematical relationship where one quantity decreases as another increases in a proportional manner.

This phrase is used to indicate that as one quantity increases, another quantity decreases in a proportional manner.

Examples:

  • The time taken is directly proportional to the speed of the vehicle and inverse proportional to the distance traveled.
  • The force applied is directly proportional to the acceleration and inverse proportional to the mass.
  • ... torsion pendulum. Certainly we so that force is also proportional to the charges and inverse proportional to square of the distance between charged objects.
  • and inverse proportional to the square of their distance. The orbit of a mass m moving under the influence of a. Newtonian gravitational field of a second mass ...
  • ... which is proportional to the square of the liquid dielectric constant and the solid surface zeta potential, and inverse-proportional to the liquid dynamic viscosity, ...
  • Also it is proportional to the length of specimen L, and inverse proportional to the polar area moment of inertia J of the rod. where: G is the shear modulus of ...

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