Examples of using Is going to be equal in English and their translations into Arabic
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Colloquial
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Political
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Ecclesiastic
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Ecclesiastic
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Computer
And when the spring is compressed and not accelerating in either direction, the force of compression is going to be equal to the restorative force.
I guess that's a good place to start. c times our vector a is going to be equal to c times a1.
So this is going to be equal to e to the minus cs times f of c,
We get DC is going to be equal to BA and that's because they are corresponding sides of congruent triangles.
We could say that A is going to be equal to-- its first column is going to be equal to the projection onto L of this thing right here.
You're going to have your-- let me write it like this, your solution set is going to be equal to some scalar multiple.
So if the area is equal to base times height-- we saw that at the beginning of the video-- then the area squared is going to be equal to these two guys squared.
Because if this thing is 0, the whole thing is going to be equal to 0.
You could say that 7 squared, which is 49, plus x squared is going to be equal to the hypotenuse squared.
So psi of xy is going to be equal to psi of yx.
The transformation of v2 in our new coordinate system with respect to our new basis is going to be equal to-- well, we know what the transformation of v2 is.
We just have to remind ourselves that this angle is going to be equal to that angle.
So we have this integral of u prime v is going to be equal to this, uv minus the integral of uv prime.
Well, on the purple triangle, this angle is going to be equal to this angle on the yellow triangle.
Our solution is going to be equal to the particular solution,
So lambda times the identity matrix minus A is going to be equal to-- it's actually pretty straightforward to find.
So minus 4Ae to the 2x, and all of that is going to be equal to 3e to the 2x.
that's essentially the number of vectors you need to form the basis, is going to be equal to n.
And obviously, for any x that you put in this, the left-hand side is going to be equal to 0.
If a and b are perpendicular, then their dot product is going to be equal to 0.