Examples of using Third term 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
So it's the third term.
Our third term is 3.
This is the third term.
The third term, we have a 2.
And this is the third term.
This third term is 3 times 4.
What happened in our third term?
And the third term is 7 times y.
Plus 2 times 4 and then 3 times the third term right there.
The third term is just this right here.
And then the third term is 4x.
Our third term, I can see it, it's right there.
These guys times those guys are going to be the third term.
Then in our third term what happened?
Third term, pattern A is 10, and pattern B is 13.
This is the first term, second term, third term, fourth term. .
So in the third term, you subtract negative 6 twice.
It's kind of arbitrary, it's just saying the first term, the second term, the third term.
So the third term is 12, the fourth term is 15.
He led a large movement in Senegal that was successful in preventing the president from stealing a third term.
And the third term here, once again, has two factors.
We know of the dictators falling in Tunisia and in Egypt, but popular movements have prevented presidents from stealing third terms in Senegal, in Malawi and Burkina Faso as well.
The third term's coefficient is going to be the exponent on the x, right?
So first term, second term, third term, all the way, and this the kth term. .
The third term is going to be 12 from the first term, or negative 6 subtracted twice.
A constitution is something which was set up in the past that applies now in the present, and what it says is, no matter how much we might to reelect a popular president for a third term, no matter how much white Americans might choose to feel that they want to reinstate the institution of slavery, we can't.
This right here is what the third term looked like, and then we added another column of four blocks right here.
Now the third term makes sure that the second derivative of our polynomial at x equals 1 is equal to the second derivative of the polynomial of the function.
So let's say the first term is pi, the second term is minus 2, and then the third term is 0, then this is just going to be equal to a new vector in R3 or you can kind of view it as a three-dimensional vector, minus 3pi, minus 3 times minus 2 is positive 6.
So for the third term in our sequence, we had 11 and when we had our second term, or our two houses, and then we add five more.