Examples of using Squared is equal in English and their translations into Polish
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Colloquial
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Ecclesiastic
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Squared is equal to 4.
Plus b over 2a squared is equal to minus c/a.
So we get 2xv v prime divided by 1 plus v squared is equal to 1.
This r squared is equal to 4.
So we could say that 1 plus v squared is equal to cx.
Or, y squared is equal to 4.
So we get 1 plus y over x squared is equal to cx.
And you get y squared is equal to 4 over 9 times x squared plus 4.
x minus 1 squared is equal to 16.
So x squared is equal to square root of x at x is equal to 0 and at x is equal to 1.
Well the length of vector 2 squared is equal to v2 dot v2.
over a squared minus y squared over b squared is equal to 1.
You could say x squared is equal to the square root of x, right?
So we have y squared minus x squared is equal to c.
It is y squared minus x squared is equal to 0.
that's because the equation for the unit circle is x squared plus y squared is equal to 1.
So ln of the absolute value of 1 plus 1 squared is equal to sine of 0 plus c.
you get x squared over r squared plus y squared over r squared is equal to 1.
We know that x squared plus y squared is equal to r squared. .
over a squared plus y squared over b squared is equal to 1.
plus 8 squared is equal to I squared. .
So we will get c squared plus a squared minus b squared is equal to 2cx.
We know that our height squared is equal to a squared minus x squared. .
I get c minus x squared plus h squared is equal to b squared. .
It tells us right there. r squared is equal to x squared plus y squared. .
I can write that x squared plus h squared is equal to a squared. .
The length of this vector squared is equal to the dot product of that vector with itself.
So the Pythagorean theorem-- b squared plus 12 squared is equal to 24 squared.
Divide both sides by 5. t squared is equal to 10. t is equal to the square root of 3.