Примери за използване на Two equations на Английски и техните преводи на Български
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Computer
let me write the two equations here.
Equivalent equations: two equations whose solutions are the same.
let us utilize the two equations.
OK, that's what those two equations tell us.
Thus, we can rewrite the two equations as.
We have a system of two equations.
Well, once again we have two equations and two unknowns.
So what we have are two equations.
But we can just add these two equations up.
Let's add these two equations.
From solving the last two equations we find.
Subtracting the last two equations we obtain that.
Adding the two equations, we get.
Setting the two equations equal,, we find that.
Plugging this back into the two equations and dividing, we have
For example he considered the case when one of the two equations had only two terms,
It is known that a determinate equation can always be viewed as the result of two equations in two unknowns, when one of the unknowns is eliminated.
Instead of solving it with substitution, I'm going to do it by adding and subtracting the two equations.
Bézout made the simplifying assumption that one of the two equations was of a particularly simple form.
His first paper on the theory of equations Sur plusieurs classes d'équations de tous les degrés qui admettent une solution algébrique examined how a single equation in a single unknown could be attacked by writing it as two equations in two unknowns.