Examples of using Cube root 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
Cube root.
It was the cube root.
The cube root of the wavelength.
But this, at least, I could take the cube root of.
The cube root of twenty-seven is three.
Fred, what's the cube root of 3,796,466?
So if I were to take, let's be clear, 8 to the 1/3 power, this is taking the cube root of 8.
So, times the cube root of a squared b squared.
We are asked to find the cube root of -512.
Man, that cube root was a real buzzer-beater, Clyde.
And so our answer to this The cube root of -512 is -8.
Leya? the cube root of the wavelength over the natural log… sorry.
The inverse operation of finding a number whosecube is is called extracting the cube root of.
You have the cube root of 3v over 4pi.
Cube root: Yields a number whose cube is the given one formula_2.
If we accept the hypothesis X cube root varies according to the infinite.
Or another way to think about it is if I have some number andit is equal to the cube root of -512.
Leya? the cube root of the wavelength over the natural log… sorry.
That's already a perfect cube. c to the third, the cube root of that is c, so times c to the third.
Which is the same thing as the cube root, which is the same thing as the cube root of -1 times the cube root of 512 and this one is pretty straight forward to answer.
So you could write this as 2 times s to the eighth. Instead of writing r to the 3 and 1/3,we could write r to the third times the cube root of r, which is the same thing as r to the 1/3.
Both cube and cube root are odd functions:(-n)3 -n3.
Wau to the pi, to the wau, to the two pi, to the wau, to the four pi, to the wau, to the eight pi… and so on equals wautimes square root wau times cube root wau times… and so on.
Or they mention cube roots or ask me to recite a long number or long text.
And you had 6 inches here-- now that you're cubing it, it would actually now become 216 cubic inches,or inches cubed-- is equal to-- if you take the 3v divided by 4pi, the cube root is essentially taking it to the 1/3 power.
A good first step to get rid of this cube root, is take the cube of both sides or raise both sides of this equation to the third power.
We have one ten-year-old boy who can work out cube roots faster than a calculator, and recall Pi, to 22,000 decimal places.
This is impossible because the cube root of 2, though algebraic, cannot be computed from integers by addition, subtraction, multiplication, division, and taking square roots. .
The cubed root of 8 is 2, which is her dress size.
Is one of the cubed roots of itself, but these are other numbers, and these are going to be complex numbers.