Examples of using A squared in English and their translations into Turkish
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Colloquial
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Ecclesiastic
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Ecclesiastic
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Computer
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Programming
Which is equal to a squared.
A squared minus 8b times a plus 16b squared.
That's the length of my vector a squared.
Equals C squared. A squared plus B squared. .
So what do I add to both sides? I add a squared.
People also translate
So let's add a squared over sine squared y to both sides of this.
We can just write that. a squared, c to the 1/2.
Let me delete that little thing there, because it looks like a squared.
Or we could rewrite this as a squared, b to the third, over 2 square root of c.
So you get equals x squared over a squared plus 1.
So we added an a squared here, so let's add an a squared here as well.
And that's equal to x squared. Plus-- we have two of these now--plus 2ax plus a squared.
The Pythagorean theorem tells us a squared is equal to m squared plus e squared, .
Equals A squared minus C squared minus X squared So Bsquared minus X squared plus 2CX.
There and there. And the focal length this a squared plus b square. .
Let me do it. x plus a, squared, is equal to x squared plus 2ax plus a squared.
Oh, yeah, this side squared plus this side squared is equal to the hypotenuse squared, so we could write that down. a squared plus o squared is equal to the hypotenuse squared, right?
You add a squared to both sides, andyou get f squared is equal to b squared plus a squared or a squared plus b squared. .
Let me do it in this down here. What is x plus a, squared? Well that equals x squared plus 2ax plus a squared.
This becomes f squared over a squared minus 1 times x squared. I just factor out the x squared there, minus y squared is equal to f squared, the focal length squared, minus a squared.
Because when we square it, if we do x plus a squared, that equals what? x squared plus 2ax plus a squared.
And then you could multiply both sides by a squared. You get x squared is equal to a squared, and then you get x is equal to the plus or minus square root of a. .
And then finally, the partial of x with respect to c. a squared, b to the third, those are both constants. a squared, b to the third times derivative of this with respect to c. 1/2 c to the minus 1/2.
Then in the denominator, we can factor a squared minus 1--let me do that in a different color. a squared minus 1 we can factor as a plus 1 times a minus 1.
This is equal to,if we just multiplied the numerators, a squared minus 4 times a plus 1, all of that over-- multiply the denominators-- a squared minus 1 times a plus 2.
A square again. Why is he here?
Wizard has a squarer cosmetic shell than the Prodigy.
I wrote a gap there for a reason,because we're essentially going to complete a square.