Examples of using First equation in English and their translations into German
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Colloquial
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Official
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Ecclesiastic
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Medicine
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Financial
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Ecclesiastic
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Political
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Computer
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Programming
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Official/political
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Political
That's our first equation.
In the first equation iron and sugar play two different parts.
Lets try with the first equation.
From the first equation we derive X 500- Y.
Let's substitute back into that first equation.
The first equation let me write it as 9x minus 4y equals minus 78.
Let's write that first equation down again.
So this first equation is telling us, literally, by this constraint, y should be 4 times x minus 17.5.
Taking into account Lemma 2 and the first equation of(38), we obtain.
The last two, the first equation says that electric charges and currents.
Because this blue line is all of the pairs of x and y's that satisfy the first equation.
The answer is No as it satisfies the first equation, but not the second.
This first equation's already in slope-intercept form, y is equal to 3x plus 1.
Inserting this result(a 12) into the first equation yields the age of the chemical plant.
So this first equation here, we have x-- I will rewrite it--x plus 11 is equal to 7.
So let's take 4x minus 17.5, and substitute y with that. So let's put that right there. So if we were to do that, if we were to replace thisy with 4x minus 17.5, because that's what the first equation is telling us, then we get 4x minus 17.5, plus 2x is equal to 6.5.
So the first equation here-- I will rewrite it, so I will graph it in the same color that I write it.
Note that the indices in the first equation of system(17) change in the following ranges,, while for the last two equations in(17),, and,, respectively.
From the first equation above, a nonlinear method to determine the camera parameters can be derived by minimizing the following error.
For the two numerical examples, respectively, in the first equation on the left hand side is the input of formula_1 and in the second equation on the left hand side is the amount of input of formula_2.
The first equation should be used if the drive signal is specified in units of Volts while the second equation applies if the drive signal is specified in units of Watts power is proportional to Volts squared.
The last two, the first equation says that electric charges and currents give rise to all the electric and magnetic fields.
The first equation is x+ 2y =13, second equation is 3x- y -11, Inorder for -1,7 for solution for the system it needs to satisfy both equations. x -1 and y 7, need to satisfy both equations to be a solution.
On the right hand side of the first equations of the two numerical examples, respectively, is the output of one unit of formula_1 and in the second equation of each example is the output of K units of formula_2.
Assuming that the first equation explains the probability of students obtaining the baccalaureate‘ontime' and that the second equation explains the probability of parents regarding a diploma of higher education as an advantage, we can plot the following equation: y* 1 y* 2 x1+Â1, y1=1if y*x2+Â2, y2=1if y.
So who do we take out of the equation first?
The first mathematical equation many of us learn is that 1+ 1 2.