Examples of using This coefficient in English and their translations into Thai
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Colloquial
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Ecclesiastic
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Ecclesiastic
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Computer
Minus 4 times this coefficient.
This coefficient is 6, we take half of it is 3, we square it, we get a 9.
I just took half of this coefficient, squared it, got positive 9/4.
To solve for Nevis, we multiply both sides by the inverse of this coefficient right here.
What is this coefficient for?
Accordingly, if the range of tradingpoints there is a large number of seasonal goods, you must learn how to handle this coefficient, because it will achieve a lot.
Because you have this coefficient and this coefficient on that.
And notice: this coefficient is the same as that coefficient. .
Plus this coefficient, plus x2 plus y2 times its sub-matrix-- get rid of that row, that column-- a, c, d, f.
And now we can-- this coefficient out front, we can use our logarithmic properties.
And now we can multiply both sides times the reciprocal of this coefficient, and we get-- maybe I made a careless mistake, but the numbers aren't coming out too clean.
The fact is that this coefficient is universal, that is, it can be used for a wide variety of periods and time periods.
You take half of this coefficient is minus 2, half of that is minus 1.
Accordingly, with the help of this coefficient, youyou can also plan marketing activities, and together with them the advertising budget, which will be allocated to attract customers' attention to seasonal goods.
You literally just look at this coefficient right here, and you say, OK, well what's half of that coefficient? .
Accordingly, now you know a little theoryabout this coefficient, so it's time to move on to practice, namely to the question of calculating this coefficient.
This is the coefficient.
The coefficient on this term is a 7.
The limit as n approaches infinity-- let me write out this binomial coefficient.
So for example, the coefficient on this term right here is negative 5.
And the reason why it doesn't intersect it at 1, even though cosine of 0 is 1, is because we have this 1/2 coefficient right here.
And this one is going to be the tenth coefficient-- this is going to be 10.