Examples of using The derivative of in English and their translations into Polish
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Colloquial
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Medicine
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Ecclesiastic
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Ecclesiastic
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Computer
We went in the inside of the function, and we took the derivative here. And the derivative of 2x plus 3 was just 2.
I didn't have to assume this when I showed you that the derivative of the natural log of x is 1 over x.
The derivative of a constant, really with respect to any changing variable,
So this just equals the derivative of x, which we have shown as equal to 1.
If we took the derivative of both sides of this equation and we said-- one of the notations we used is we said dy over dx is equal to 3.
And when we evaluate the derivative of this, I think you will see why this one-half is there.
It's just the derivative of 2x, which is 2. And then the derivative of 3 is 0. So the derivative of 2x plus 3 is just 2.
gave an algorithm to compute the derivative of a generalized regular expression.
So this is the same thing as taking the derivative of x to the third minus 5x to the fifth,
and so it is consistent with the general property that the derivative of-- oh I don't know-- the derivative of x to the n is equal to nx to the n minus 1, even in this case where the n was 1/2.
So now I'm going show you how to solve the derivatives of a slightly more complicated type of a function.
since all physical effects were describable in terms of the fields which were the derivatives of the potentials, potentials(unlike fields)
The derivative of sine is cosine.
What's the derivative of this?
That's just the derivative of tangent.
So this is just the derivative of x.
The derivative of sine is cosine of t.
Minus 2x is the derivative of minus x squared.
The derivative of sine theta is cosine of theta.