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the common property of vs in equations 1,2

These two phrases are not directly comparable as they serve different purposes. 'The common property of' is used to introduce a shared characteristic among multiple entities, while 'in equations 1, 2' is used to specify the context or location of information within a set of equations.

Last updated: March 15, 2024 • 464 views

the common property of

This phrase is correct and commonly used in English to introduce a shared characteristic among multiple entities.

This phrase is used to highlight a characteristic or feature that is shared by multiple things or entities.
  • This angered me, for it seemed proof that they considered Marguerite's love as the common property of any and all. City of Endless Night Milo Hastings. But no ...
  • I mean a corps dog--the common property of the organization, like the corps ... from being destitute of that appetite which is said to be the common property of all  ...
  • By the obligations of one of the spouses, the penalty may be turned only onto the property in his ownership and onto his share in the common property of the ...
  • Dec 30, 2011 ... But if resources are, from the start, the common property of all people, the self- ownership theory cannot alone justify any private ownership of ...

in equations 1,2

This phrase is correct and commonly used in the context of specifying the location or context of information within a set of equations.

This phrase is used to indicate where specific information can be found within a series of equations, typically by referencing the equation numbers.
  • displaymath180. Here are some more exercises in the use of the rules given in Equations 1,2, and 3. EXERCISE 1 Express the angle tex2html_wrap_inline239 ...
  • You must write all the quantities in Equations 1-2 and 1-3 in terms of x and y. You then solve the resulting two simultaneous equations for x and y. 2 Problems.
  • In equations (1), (2) and (3) below, we develop formulas for the optimal strategies and value of the general 2 × 2 game. If I chooses the first row with probability p ...
  • The other two equations are (remember that we found , therefore the coefficient does not appear in Equations [1-2] or[1-3]): [1-2]. [1-3]. Let's choose to solve this ...

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