Examples of using First equation in English and their translations into Serbian
{-}
-
Colloquial
-
Ecclesiastic
-
Computer
-
Latin
-
Cyrillic
That's the first equation.
The first equation is saying that.
That's that first equation.
The first equation comes from Newton's laws;
That's our first equation.
The first equation comes from Newton's laws of motion;
Substituting into the first equation.
So this is the first equation, right over here, in slope-intercept form.
Substitute into first equation.
The first equation let me write it as 9x minus 4y equals minus 78.
Substitute into the first equation.
Well, that first equation gave us all the information that we needed.
We replace by in the first equation.
So this first equation here, we have x-- I will rewrite it--x plus 11 is equal to 7.
Substituting into the first equation.
So this first equation is telling us, literally, by this constraint, y should be 4 times x minus 17.5.
Lets try with the first equation.
So just to be clear, everywhere we saw an m,we replaced it with this right over here, in that first equation.
This is what this first equation is telling me.
Substitute this value into the very first equation.
Let's write that first equation down again.
And using this value for y in the first equation.
This means that the first equation can't provide a solution for the value for y obtained in the second equation. .
Let's try it out with the first equation.
The first equation needs to be multiplied by n, and the second equation should be multiplied by m, and later add them to remove cos θ, we obtain-.
And that's exactly what that first equation got us.
If the second line, if when we graph it, is essentially the exact same line, it overlaps at every x andy that satisfy the first equation.
And using this value in the first equation in the system.
Why don't we take this constraint andsubstitute it back for m in the first equation?
So he's looking at that first equation now, he says 200.