Examples of using Two equations in English and their translations into Chinese
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Political
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Ecclesiastic
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Programming
Look at these two equations.
The next two equations can help us make the next step.
This gives us our two equations.
Set those two equations equal to zero.
Take a look at these two equations.
The last two equations can be combined!
Adding and subtracting these two equations, we get.
Solve the two equations simultaneously.
To find the point where prices are equal, let"x" remain the number of shirts,but set the two equations equal to each other.
Solving the two equations, we get.
The two equations discussed above can be concluded that using a thinner PCB board facilitates reducing the two parasitic parameters of the via.
Dividing these two equations, we find.
To solve two equations with two variables, isolate one variable and plug its solution into the other equation. .
Combining these two equations, we obtain.
Thus, we have two equations with two unknowns which can be solved to recover quantities of tangible or intangible capital.
By the solving these two equations we get.
The next two equations can help us make the next step.
Using the rules for Connections described previously,we might expect the following two equations to be generated for the flow variables on these connectors.
If you have two equations, you can solve for two variables.
Two equations were important in this regard, the rocket equation for" mass" weapons and the effective irradiated power equation for" energy" weapons.
You have probably immediately noticed that these two equations are the same in structure and only differ in terms of what is put into them.
If you have two equations with only two variables, you can solve for both of those variables.
Finally, some simple substitutions between the two equations(we have two equations and two unknowns) reveals what we want.
So, yes, the two equations are equivalent because x= 5 in each case.
We now have two equations and two unknowns.
However, the two equations for are not equivalent, and the continuous version should not be applied to discrete data, nor vice versa.
Finally, some simple substitutions between the two equations(we have two equations and two unknowns) reveals what we want: There we have it!
If you have two equations and two unknowns(x and y), you can determine whether two sets of linear equations are equivalent.
Next we see the two equation sections.
So while Spalart- Allmaras model based DES acts as LES with a wall model,DES based on other models(like two equation models) behave as a hybrid RANS-LES model.
