Examples of using We could write 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
And another way we could write this if we wrote that f of x is equal to x squared.
We could write that as T of Rn, which is the same thing as the image of T.
Or we could write, f sub x at the point y. x is equal to 0.3,
We could write it x sub i minus mu times x sub i minus mu.
Or another way we could write this expression, if a/c-- if I divide both sides by c, and divide both sides by d-- is equal to b/d.
Or we could write this is as square root of 3 over 2 times i.
This right here is y prime of t, or we could write that as dy dt.
Or we could write n is equal to-- maybe I shouldn't have written an n.
So another way- another way of writing that,(right over there), we could write that as.
And then we could go back into this formula right up here and we could write down-- and I will do it in this blue color.
We could write this as x squared minus 14x plus 49 is equal to 0.
So if we were to expand the top number out, we could write that as 3 followed by nine zeros.
And we could write that as 1/2 times 1 over x to the fourth or 1 over 2x to the fourth.
Or we could write if for if and only if so both of these statements imply each other.
All you do is you say, well, 0.035, we could write it this way-- we could write that's the same thing as 03-- well, I shouldn't write 035.
Or another way of saying this is we could say- instead of writing 30%, we could write that as a decimal- as 0.30 of x.
Or another way that we could write it is the total tickets sold-- so let's call that, I don't know, capital T sub-- well let me-- I don't want to do T of t, that's.
And to figure out the inverse, what I like to do is I set y, I set the variable y, equal to f of x, or we could write that y is equal to negative x plus 4.
Or if we want to write it in terms of x and y-- because f is going to be a function of x and y-- we could write-- and this right here, these are t's.
Now we can divide both sides of this equation by negative 2, and so you get negative y over 2 minus 1/2 is equal to x, or we could write x is equal to negative y over 2 minus 1/2, or we could write f inverse as a function of y is equal to negative y over 2 minus 1/2, or we can just rename y as x.