Examples of using The coefficient in English and their translations into Turkish
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Colloquial
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Ecclesiastic
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Ecclesiastic
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Computer
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Programming
And the metod we're going to use is, we look at the coefficient on this x term, six.
We know that the coefficient of friction-- you don't know this, but I know that the coefficient of friction between my hand and the pie, the coefficient of friction is equal to 0.8.
Or you could think 7 plus minus 6 is equal to the coefficient on the x, which is 1.
And we know that the force of friction is equal to the coefficient of friction times the normal force.
If y is a linear function of x, then the coefficient of x is the slope of the line created by plotting the function.
But… is one when applied to this equation. The coefficient for X to the sixth power.
And one of the linear combinations of these guys is you just set the coefficient on a1 to be 1, and the coefficients on everyone else to be 0.
Whether you divide by the coefficient, like we did over here,
So basically, you just adjust the coefficient in front of the chemical until the number of atoms is the same on either side of the equation.
And the interesting thing here is that the coefficient the way I have set up this problem the coefficient of kinetic friction is lower, if we assume the same materials than the coefficient of static friction.
we can tell that because the coefficient on the second degree term, on the quadratic term, is negative.
over here you divided by 7, here you're multiplying by the inverse of the coefficient.
let me divide both sides by the coefficient 5 over 12.
However, this equation does not concern us, because it has the coefficient formula_7 which is not rational.
This number-- the negative 3, or you could say that the coefficient on x-- that determines whether the line slopes upward, or the line slows downward, and it tells you also how steep the line is.
is in proportion to energy E{\displaystyle E} and the coefficient of proportionality is c 2{\displaystyle c^{2.
If you see anything of the form x squared plus bx plus c. The coefficient here is 1. Then you just have to find 2 numbers whose sum is equal to this thing right here and his whose product is equal that thing right there.
right? The coefficient on the x squared term is 1. b is equal to 4, the coefficient on the x-term.
because it's actually the coefficient of the binomial theorem.-- Of x to