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for elimination of vs for elimination of variable

Both phrases are correct, but they are used in different contexts. 'For elimination of' is used when referring to the removal of something in general, while 'for elimination of variable' is used when specifically talking about removing a variable from an equation or a system of equations.

Last updated: March 17, 2024 • 618 views

for elimination of

This phrase is correct and commonly used when referring to the removal of something in general.

This phrase is used when talking about the act of removing or getting rid of something. It is a general expression that can be applied in various contexts.

Examples:

  • The plan called for the elimination of unnecessary expenses.
  • The elimination of waste is crucial for environmental sustainability.
  • The elimination of poverty remains a global challenge.
  • The elimination of distractions helped him focus on his work.
  • The elimination of the old policy led to improved efficiency.
  • Center for Elimination of Disproportionality and Disparities. About the Center. Due to the expansion of our Central Office Staff at the Center for Elimination of ...
  • Center for Elimination of Disproportionality and Disparities. About the Center. The Center for the Elimination of Disproportionality and Disparities was created by ...
  • Center for Elimination of Disproportionality and Disparities. Events. 2015 Cross- Systems Summit Collaborating to Achieve Equity. Austin August 20-21, 2015.
  • This document is intended to facilitate countries, particularly those that still use chrysotile asbestos, in establishing their national programmes for elimination of ...

Alternatives:

  • for removal of
  • for eradication of
  • for getting rid of
  • for cutting out
  • for doing away with

for elimination of variable

This phrase is correct and commonly used when specifically referring to removing a variable from an equation or a system of equations.

This phrase is used in mathematical contexts when discussing the process of removing a variable from an equation or a system of equations to solve for other variables.

Examples:

  • In the process of solving the equation, we use the method for elimination of variables.
  • The technique for elimination of variables is commonly used in linear algebra.
  • To find the solution, we need to apply the method for elimination of the variable.
  • The step for elimination of the variable simplifies the equation.
  • The strategy for elimination of variables is essential in solving simultaneous equations.
  • This allows for elimination of variable y if it is only in the two XOR clauses "y XOR a XOR b" and "y XOR c XOR d"; --nosimplify: Don't do regular simplification ...
  • a prerequisite for elimination of variable-binding operators. 6 The Interpretation of Terms of the Calculus. In this section, we define the interpretation of terms of ...
  • requests for elimination of variable domain choices via constraint propagation. The CM will return the consistent vs inconsistent choices prior to decision making , ...
  • requests for elimination of variable domain choices via constraint propagation. The CM will return the con- sistent vs inconsistent choices prior to decision ...

Alternatives:

  • for removing the variable
  • for excluding the variable
  • for getting rid of the variable
  • for solving for the variable
  • for simplifying the equation by eliminating the variable

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