Examples of 'log of x' in a sentence
Meaning of "log of x"
In mathematics, the 'log of x' refers to the logarithm of a number x. The logarithm of a number is the exponent to which another fixed number (the base) needs to be raised to produce that number. 'Log of x' is often used in equations or calculations involving exponential functions and is denoted as 'log(x)' or 'ln(x)' depending on the base being used
How to use "log of x" in a sentence
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log of x
So we can leave this as just a natural log of x.
Log of x to the x as being equal to x times the natural log of x.
We set our u equal to natural log of x.
Log of x to the x.
As the integral of the natural log of x times one dx.
Log of x plus c.
So a good candidate for f of x is natural log of x.
Over delta x times the natural log of x plus delta x divided by this x.
We figured out the antiderivative of the natural log of x.
So the derivative of natural log of x with respect to x is 1 over x.
And then we are going to multiply that times the natural log of x.
Log of x with respect to e to the x is equal to 1 over e to the x.
So right here we have the derivative of the natural log of x.
The derivative of the natural log of x is equal to 1/x.
This was all equal to the derivative of the natural log of x.
See also
Well, derivative of natural log of x is 1 over x plus derivative of x minus 1 over x.
So that equals x to the x times the natural log of x plus one.
If they just write log of x -- they are implying, this implies.
And of course this whole thing times the natural log of x.
Let us say the natural log of x over 3x plus 10.
So we get the natural log of y is equal to x times the natural log of x.
If the indefinite integral of 2 to the natural log of x over, everything over x, dx.
So it 's essentially going to be exactly this curve for natural log of x.
The derivative of the natural log of x is equal to 1/x, which.
Is equal to the natural log of, is equal to the natural log of x.
If they just write log of x -- they are implying, this implies log base 10 of x.
U is equal to natural log of x.
So we get y over x is equal to the natural log of x plus c, some constant.
Well, we already know what the derivative of the natural log of x is.
So the derivative of the natural log of x is 1over x.
Multiply that times the second term, you get natural log of x.
There we get that the derivative of the natural log of x is equal to 1 over x.
So let us start with the proof, the derivative of the natural log of x.
So the derivative of the natural log of x equals -- well.
I am just multiplying both sides of this equation times y . y times the natural log of x plus 1.
It 's x to the x natural log of x plus 1.
Looks like I only have one function right over here, the natural log of x.
So the derivative of natural log of x is 1/x.
So to understand it, let us plot, let us plot the natural log of x.
All right, press graph . y equals the natural log of x to the fourth plus 27.
We defined u, up here, as equal to the natural log of x.
That is x to the x times the natural log of x plus 1.
X plus 10. And of course this whole thing times the natural log of x.
And you get y is equal to x times the natural log of x plus c.
It 's not just x natural log of x.
You get dy / dx is equal to y times the natural log of x plus 1.
For example, when you take the derivative of natural log of x you get 1/x.
Oh, actually, I made a mistake . y over x is equal to the natural log of x plus c.
Well we just solved that problem right here . It 's x to the x natural log of x plus 1.
And memorize the derivative of e to the x, e to the x, and the natural log of x is 1/x.
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