Examples of using Is going to be equal in English and their translations into Vietnamese
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And where everybody is going to be equal.
So this is going to be equal to a times b plus a times c.
And obviously, for any x that you put in this, the left-hand side is going to be equal to 0.
So 18.5 times 3,600 is going to be equal to this times 100.
M" is going to be equal to the number of rows in this matrix"A".
Or the limit as xapproaches a of f of x over g of x is going to be equal to f prime of a over g prime of a.
So our distance is going to be equal to-- what's our rate in the horizontal direction?
And then from here, you know that this expression right here is going to be equal to x plus b over 2a squared.
So capacity is going to be equal to 138 divided by 0.82, right?
If these constraints are met, then the limit,as x approaches a of f of x over g of x, is going to be equal to f prime of a over g prime of a.
Lucky for us this is going to be equal to the limit of f(x) as x approaches c times the limit of g(x) as x approaches c.
If x is equal to 1, then x+ 5-our expression right over here- Is going to be equal to 1- because now x is 1. It will be 1+ 5.
Well, this is going to be equal to-- and I will switch colors arbitrarily here just to keep things interesting.
Another example, 8 1 2 is going to refer to the entry in the first row and the second column andso A 1 2 is going to be equal to one nine one.
So we could say that this is going to be equal to e-- instead of writing u, we could say u is x^3 plus x^2.
So my probability of just putting my hand in the bag, taking out a random coin and then flipping it five times andgetting all 5 heads, is going to be equal to this plus this.
The force of gravity between two objects… is going to be equal to this this big G, which is really just a number, its a very small number.
Every time I see an x here, since f(x) is equal to this, every time I see an x, I would replace it with the input.So f(5) is going to be equal to 49 minus… instead of writing x^2, I would write 5^2.
And so this is going to be equal to the limit as n approaches infinity of-- you evaluate this at n, so you're going to get the natural log--.
So for example a1-1 is going to refer to the entry in the 1st row and the 1st column, so that's the first row and the first column andso a1-1 is going to be equal to 1, 4, 0, 2.
And if I add these two together, this is going to be equal to the total surface area that she has got to paint, is going to be 37.5 square-- well, I guess they're not giving us the units.
So the IJ element of this matrix B is going to be the JI element of that earlier matrix A. So for example, B 1 2 is going to be equal to, look at this matrix,B 1 2 is going to be equal to this element 3 1st row, 2nd column.
In general, the derivative with respect to x of X^2 plus any constant,any constant, is going to be equal to 2X. The derivative of X^2 with respect to X is 2X Derivative of a constant with respect to X, a constant does not change with respect to X, so it's just equal to 0.
So that deals with that row, let's do the other one, so let's see,that gives me two times one plus times two, so that is going to be equal to, let's see, one times one plus three times one is four and two times one plus five times two is twelve.
So if you were to add the two measures of these, so let me write this down, the measure of angle MNO plus the measure of angle XYZ,is equal to, this is going to be equal to 120 degrees plus 60 degrees. Which is equal to 180 degrees, so if you add these two things up, you're essentially able to go halfway around the circle.
Both of these are going to be equal to 1, for all other x'es other than 1.
So f prime of c is this thing, and it's going to be equal to the average slope over the whole thing.
We're going to be equal partners.”.
You could say, oh, you know, those are going to be equal.
So they're giving us c. c is $360. So they're telling us that $360,that's the total cost, and that's going to be equal to 120 plus 60 times the total days rented, times 60n.