Приклади вживання Two equations Англійська мовою та їх переклад на Українською
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Two equations can be written as.
Start again with those two equations.
There are two equations and one question.
So, we have a system of two equations.
We get two equations 1 where 2 where.
Using the last two equations.
These two equations determine the diode current and the diode voltage.
Or, equivalently, as the following system of two equations.
A system of two equations with two variables.
And we could substitute this back into either of these two equations.
Subtracting the two equations implies Bayes' rule.
Two equations are said to be equivalent if they have exactly the same roots.
And you're probably saying, Sal, hold on, how can you just add two equations like that?
Combining these two equations produces a complex expression for P.
Where N is the population of a prey species and P that of a predator,the population dynamics are described by the following two equations:[1].
Combining the two equations and equating imaginary parts gives the identity.
Two equations are called identical equations if they have same roots.
For example, from 1837 there's “Elimination between two equations of the first degree”- essentially the evaluation of a rational function.
These two equations can be combined into a single equation, but the units will be a bit cumbersome.
Add(or subtract) pocino two equations of the system, thereby eliminating one variable.
Then the two equations still allow the normal to rotate around the view vector, thus additional constraints are needed from prior geometric information.
If two unknown values are not one but two equations, then these equations- system of linear equations with two variables.
These two equations used to determine the velocity of a vehicle in the next timestep represent free-flow and congested conditions, respectively.
Adding the two equations proceed to one equation with one unknown.
Combined, these two equations, or rather equivocations, yield Real= Reason; and this allows Hegel to maintain that everything that is reasonable must be real, and everything that is real must be reasonable, and that the development of reality is the same as that of reason.
Definition: Equivalent(equivalent) equations- two equations, which for many DHS have the same outcome, that is, every solution of the first equation is rozvyazka the second, and Vice versa.
We will start with two equations, which is also called the law of ampere-Maxwell[6], and follow the path"from General to private", as it is practiced in all of radio engineering Universities in the derivation of the engineering formulas.
Analyzing the variables in these two equations, it becomes apparent that as the gap between two vehicles decreases(i.e. a following vehicle approaches a leading vehicle) the velocity given by the congested branch of the equation will decrease and is more likely to prevail.
To solve these two equations, we could substitute the current I{\displaystyle I} from the second equation into the first equation, and then try to rearrange the resulting equation to get V D{\displaystyle V_{D}} in terms of V S{\displaystyle V_{S}}.