Exemplos de uso de This thing over here em Inglês e suas traduções para o Português
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And we are going to be the left with is exactly this thing over here.
We want to find where this thing over here is equal to 0.
So this thing over here, that whole thing is just equal to pi.
So if you assume that b is not equal to negative 2, this thing over here does indeed equal b minus 1.
So this thing over here is the same thing as 25 over 3.
So, we wouldn't even have to worry about this thing over here, we can ignore it for the sake of this problem.
If this thing over here is equal to negative 11, when you take its absolute value it will still be equal to 11.
It's more electronegative, so this thing over here will actually be given to the aluminum.
There may be a whole bunch of misdirects going on that are causing us to feel and think and worry about andmaybe react against this thing over here, and something very quietly is happening over there.
Wait half a moment until I fix this thing over here I will walk up to the east gate with you.
The reason why I took the pain of doing this is so now I can take its vector function derivative, and can figure out its differential, andthen I can actually take the dot product with this thing over here.
If we flip these two sides, we have our w will be equal to this thing over here-- equals P minus 2l, all of that over 2.
This thing over here is one of three punch card readers in here, and this is a program in the Science Museum, just not far from here, created by Charles Babbage, that is sitting there- you can go see it- waiting for the machine to be built.
So if we wanted to completely factor this, we could write this as x minus1 times this thing over here, times the quadratic, times x squared plus x plus 1 is equal to 0.
And you're going to find very quickly when you start taking the second and third derivatives of this thing right over here, it's going to get really messy but what you can say is look,sine of x is approximately this thing over here.
So if you multiply sine of t times this thing over here-- because that's all that we have left after we factor out this thing-- we get a sine of s, sine squared of t, right?
So the probability of rolling even three times is equal to the probability of aneven roll one time, or even roll on six-sided die-- this thing over here is equal to that thing times that thing again.
Or, you could imagine something like an angle that looks like this, where at least the way you're looking at it one doesn't look straight up-down, or one doesn't look striaght right-left, but if you rotate it,it would look just like this thing over here, where one is going straight up and down, and one is going straight right and left.
So this curve right here, I will do it in pink,the pink one is going to be equal to the integral from t is equal to a to t is equal to b of f of f of x of f of x of t y of t dot this thing over here, which is, I will just write out here, I could simplify it later. x prime of t i plus y prime of t j.
What is this fancy thing over here?
And this blue thing over here, I'm going to call this the part of force due to gravity that is parallel.
And then this term over here, this whole thing over here, is going to be plus p times 1 is p. p times negative 2p is negative 2p squared.
So it's just e to the, this whole thing over here, minus x minus the mean squared over 2 sigma squared.
So omega is equal to this thing right over here.
So the third derivative, this thing right over here, is negative one.
So it's going to have to be this thing right over here.
We just know that it's this thing right over here divided by 6.
And hopefully there's some values of x greater than zero where this thing right over here is equal to negative 3.