Examples of using Absolute value 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
Now we have the absolute value of 8 minus 12.
So right from the get go we have to deal with this absolute value.
We know that the absolute value of 2 is equal to 2.
You can verify it for yourself,that y is equal to the x natural log of the absolute value of x plus c.
And then the absolute value of 3 is just 3, right?
In either case its absolute value is 11.
Find the absolute value of x when x=5, x= -10 and x=-12.
This is implicitly saying that the absolute value of y has to be negative.
The absolute value says how far you are to the left or the right of 0.
So this is equal to the absolute value of negative 4.
So the absolute value of the sine of x divided by the absolute value of the sine of x, well, that equals 1.
Then, when you take its absolute value, it will become a plus 5.
When the absolute value of this function is squared, it gives the probability that a particle will be observed near a location-a probability density.
Brightness indicates the size(absolute value) of the range value, .
But we're taking the absolute value of it, so we take the absolute value of it, which is equal to 1 and 1/4, which is indeed less than 2 and 1/2.
So it's going tobe negative 8.5. So we get the absolute value of y is less than or equal to negative 8.5.
So we get absolute value of sine of x is less than absolute value of x, which is less than the absolute value of the tangent of x.
It says the limit as x approaches 0 of x minus2 times the absolute value of x over the absolute value of x.
Let's say the absolute value of 5x plus 3 is less than 7.
So a good place tostart is maybe to just isolate the absolute value of y on the left-hand side of this inequality.
In the magenta situation, the thing in the absolute value sign was positive 2, because this was a situation where we assumed that the thing in the absolute value sign was a positive 2.
That's equivalent to the absolute value for 5. We just substitue 5 for x.
We have 5 times the absolute value of negative 1 plus 3 minus 3.
So let's just get the absolute value of h on one side of the equation.
But we also know that the absolute value of negative 2 is also equal to 2.
I will do it in orange, the absolute value of negative 3, we just figured out, that is positive 3.
You know, you take the absolute value of negative 6, that's only 6 away from 0.
Here we're saying that y is, when we take the absolute value, has to be less than or equal to a negative number.
What if I said f ofx is equal to the square root of the absolute value of x minus 3. So now it's getting a little bit more complicated.
So, let's say we were to ask ourselves how -9, the absolute value of -9 I should say, how that compares to the absolute value of.