Examples of using Just equal in English and their translations into Polish
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Colloquial
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Official
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Medicine
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Ecclesiastic
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Ecclesiastic
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Financial
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Official/political
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Programming
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Computer
Well that just equals d1.
X to the third times x to the minus 3, that just equals 1.
Sorry, it's just equal to 0.
So all this stuff under the radical sign is just equal to 1.
Is y just equal to x squared?
So this enumerator is just equal to 2.
Well this is just equal to c times the magnitude of y-- the length of y squared.
So our right-hand side is just equal to 400.
So this is just equal to x sine of x-- this is just this first term right here-- minus-- and what's the integral of sine of x?
Fiscal consolidation does not just equal momentary austerity.
because this is just equal to 1.
We know the projection is just equal to this dot this times that vector.
which is just equal to 1.
In this situation the column space of A is just equal to all of the linear combinations of the column vectors of A.
So x1 is equal to minus 1 c1, minus 1 c2. x2 is just equal to c1.
So the probability of 3, 15, 46, 49 winning is just equal to-- well, this is just one of the outcomes out of 487,635.
So it's equal to-- well the derivative of this with respect to x is just equal to 1/2.
And the projection of x onto V is just equal to A times A transpose,
who can stand anywhere- just equal, hardened area.
And so this whole crazy integral simplifies a good bit and just equals the square root of t equals 0 to t is equal to pi over 2 of-- and I'm going to switch these around just because it will make it a little easier in the next step.
f prime of x is just equal to 1.
is just my b, then this is just equal to cosine of a times the cosine of a minus the sine of a times the sine of a. My b is also an a in this situation,
is just equal to their sum.
your vector y3 is just equal to the vector V3 minus the projection of V3 onto V2.
So, the vector that we're trying to find, the vector y, and if we find it, and that we can replace V2 with y, the vector y, is just equal to V2-- let me write it this way-- minus the projection of V2 onto V1.