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If the above equation is vs if the above equation is true for

Both phrases are correct, but they are used in different contexts. 'If the above equation is' is commonly used when referring to a specific equation, while 'if the above equation is true for' is used when discussing the truth or validity of the equation in a broader sense.

Last updated: March 17, 2024

If the above equation is

This phrase is correct and commonly used when referring to a specific equation.

This phrase is used when discussing a particular equation that has been mentioned or shown previously.

Examples:

  • If the above equation is correct, then the solution is valid.
  • If the above equation is incorrect, we need to reevaluate our calculations.
  • since if the above equation is satisfied then this rule is automatically satisfied at $ b$ . \begin{figure*} \epsfysize =3in \centerline{\epsffile{. Let us apply the loop ...
  • Suppose the body is initially at rest at a distance of r0. If the above equation is multiplied by v=(dr/dt) and integrated, taking into account the initial conditions the  ...
  • C·(dΔT/dt) = u − σ(3T*³)ΔT or, equivalently (dΔT/dt) + αΔT = v(t). where α4σT*³/C and v(t)=u(t)/C. If the above equation is multiplied by exp(αt) the result is ...
  • So, if the above equation is true, the lines are parallel, they do not intersect, and the system of linear equations has no solution. Consider the following system of ...

Alternatives:

  • if the equation above is
  • if the equation mentioned earlier is
  • if the equation shown above is
  • if the equation provided above is
  • if the equation presented above is

if the above equation is true for

This phrase is correct and is used when discussing the truth or validity of the equation in a broader sense.

This phrase is used when considering whether the equation holds true or is valid in general, not just in a specific instance.

Examples:

  • We need to determine if the above equation is true for all values of x.
  • It is important to establish if the above equation is true for the given conditions.
  • matical proof that if the above equation is true for all values of pCO and P02' then M=L4/K4. Thus, at percentage saturations sufficiently high for virtually.
  • Note that due to the way we defined p (n), if the above equation is true for n 0, then 9 (no) is defiried and must actually occur at A, implying that the loop was.

Alternatives:

  • if the above equation holds for
  • if the above equation is valid for
  • if the above equation is true under
  • if the above equation is accurate for
  • if the above equation is applicable to

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