Exemplos de uso de Write it this way em Inglês e suas traduções para o Português
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Let's write it this way.
Let me write it this way.
So let's say that's 0.5%, ormaybe I can write it this way.
Let me write it this way.
Well, it looks like we're always going to have one block,so let me write it this way.
Let me write it this way.
And this one's even more straightforward to understand. c times a1,so let me write it this way.
Or let me write it this way.
If I multiply a matrix A times some vector x,we know that-- let me write it this way.
Let me write it this way.
The first thing I want to do is figure out what the projection-- the projection onto L,let me write it this way.
So let me write it this way.
And if we want the differential, we just multiply everything times dt, so we get to dr is equal to-- we could write it this way.
So let me write it this way.
Let me write it this way-- there's a 95% chance that a random T-statistic is going to be less than 2.262, and greater than negative 2.262.
So, let me write it this way.
So it is the number of ways in which my event can happen and we want to divide that into all of the possibilities-- or maybe I should write it this way-- the total number of hands that I can get.
Let me write it this way, this is approximately 23.5 mph.
Well, let me just write it this way.
So you have your parentheses-- Let me write it this way. Your top priority's going to be your parentheses, after that you're going to have your exponents, after that you have multiplying and dividing, and after that you have addition and subtraction.
To the n times 1 over 9 to the n plus 2 is the same thing as-- let me write it this way-- 9 to the n times 9 squared.
So the unshifted circle was x squared plus y squared is equal to-- let me write it this way-- is equal to 3 squared, that's the same thing as 9, and let's say that the new circle, the shifted circle, is x minus 1 squared plus y plus 2 squared is equal to 3 squared.
So this is equal to, let me switch colors, this is equal to the integral of e, to the u,e to the, let me write it this way. e to the natural log of 2 times u.
These are the same thing, and I write it this way because this is actually the state that happens.
And then if we just re-associate this, if we just group all of the a's together, all of the a terms together, we get a1 plus a-- sorry.a1 plus-- let me write it this way. a1 times v1 plus a2 times v2 plus, all the way, a n times vn.
So this is the same thing as the probability of the average, or maybe we should say the sample mean-- Or let me write it this way, that the average water use per man of our 50 men is greater than, or we could say greater than or equal to, greater-- well I will say greater than because if we're right on the money then we won't run out of water-- is greater than 2.2 liters per man.
So that means that this value, or I should write this probability is the same probability of being 2.02 standard deviations-- or maybe I should write it this way-- more than-- Let me write it down here where I have more space.
So plus b squared-- Let me write it this way. b over 2a squared.
If I write the number of blocks-- let me write it this way--it looks like we're always going to have one, right?