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
So, the absolute value of x is three, cause the absolute value is never negative. not minus three.
We know that if you take the absolute value of anything, you're going to get 0
In order for the absolute value of anything to be greater than or equal to 21,
For example, to prove that the absolute value of c times the length of the vector y is the same thing as the.
If you have something like f of x, the absolute value of f of x is less than, let's say,
But if we're taking its absolute value, we're saying,
Since"y" is real, the absolute value of cos("y")+"i" sin("y") is necessarily 1.
That means that the absolute value of f of x,
If we are thinking abot absolute value of just numbers, it is just going to be really the positive version of that number.
So if you took the absolute value of 9 that equals 9. Or the absolute value of -9, that is also equal to 9.
I'm doing is I'm taking the absolute value of sine of x, absolute value of sine of x, absolute value of sine of x.
Let's say the absolute value of 2x over 7 plus 9 is greater than 5/7.
So to make sure that this distance is positive we could take the absolute value or we could just square it and then take the square root.
So it's 5 times the absolute value of 2 minus 3. The absolute value of 2 is just 2.
So 1 is greater than absolute value of sine of x, over the absolute value of x, which is greater than absolute value of cosine of x.
Times the absolute value of negative 5 plus 3 minus 3. This again should be equal to 7.
So this right over here, so our elasticity of demand right over here is -1, or its absolute value is 1.
Since there's 5 times the absolute value of negative 2 minus 3, the absolute value of negative 2 is positive 2.
because when you take the absolute value of anything, what do you know you're going to get?
and you take its absolute value, you're going to get 2 again.