Examples of using Binomial 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
This is a binomial.
So a binomial is just a polynomial with two terms.
This is the binomial.
A binomial is just a polynomial with two terms, right?
This is the mystery binomial.
People also translate
And that's where the binomial theorem comes into play.
And this is just multiplying a binomial.
So what is the binomial theorem?
So this was a perfect square of a binomial.
Newton discovered Binomial Theorem aged 22.
Life, so not clear that that would make it a binomial theorem.
This is, in fact, a binomial because it has two terms.
Because we are going to cover the binomial theorem.
So in any binomial distribution this is a probability that you get k successes.
So blue for binomial.
So if this is a binomial distribution then this lambda would be equal to the number of trials times the probability of success per trial.
But we did still use the binomial coefficient.
The binomial distribution tells us that the expected value of a random variable is equal to the number of trials that that random variable's kind of composed of, right?
And then we need to figure out the binomial coefficient.
In this model where we model it as a binomial distribution, what happens if more than one car passes in an hour?
But anyway, this was an application of the binomial theorem.
The other thing is, these are all examples of binomial distributions and I wanted to give you an example that might be a little bit more relevant to your everyday life.
All I did is I just squared this binomial right here.
You could draw it out really fast and do this, and it's probably faster than actually computing each of the binomial coefficients.
If we describes this as a binomial distribution with the.
Uses the diagonal sum of Pascal's triangle, which is equivalent to the sum of binomial coefficients.
They say the sum of two binomial-- let me copy this one.
And that's where they come from, from the binomial theorem.
I just substituted the n into the binomial theorem definition.
So all of these are generailized ways for binomial coefficient.
