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Q: What is the color coding for 568 B Cabling?
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What do you multiply to make 568?

There are infinitely many possible answers.Let A be any real number in the range (-sqrt(568), sqrt(568).and let B = 568/AThen A*B A*568/A = 568and the domain of A ensures that (A, B) is distinct from (B, a) so that no pair is double-counted.There are infinitely many choices for A and so infinitely many possible answers.Furthermore, there are also sets of 3, 4, 5, ... , infinitely many numbers that you could multiply together. Each one will yield infinitely many solutions.


What color combinations make gray?

black and white adding another color will make grey with a shade of that color but B&W will be neutral gray.


How you represent rgb color by quaternion in matlab?

we can represente a RGB color in matlab by a pure quaternion q=0+R*I+G*J+B*K we apply the function q=quaternion(0,R,G,B); for this you must download the qtfm toolbox.


What do RBC's that are pale in color indicate a. hypochromia b. hyperchromia c. anisochromia d. polychromasia?

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What do the U and V stand for in YUV formatting?

'Y' is the luma or luminance component and UV are the two "difference" chrominance components that define a YUV color. You can think of the luminance component as the intensity of the color. The letters themselves do not each represent a particular word - think of them more like variables in a math equation. It looks like this: U = B - Y (blue - luminance) V = R - Y (red - luminance) Georges Valensi came up with this scheme and patented it in 1938, and the broadcast industry adopted it. It prevented B&W TVs from becoming immediately obsolete when television switched to transmitting a color signal because a B&W TV could take the color signal and display the colors as shades of gray.

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What do you multiply to make 568?

There are infinitely many possible answers.Let A be any real number in the range (-sqrt(568), sqrt(568).and let B = 568/AThen A*B A*568/A = 568and the domain of A ensures that (A, B) is distinct from (B, a) so that no pair is double-counted.There are infinitely many choices for A and so infinitely many possible answers.Furthermore, there are also sets of 3, 4, 5, ... , infinitely many numbers that you could multiply together. Each one will yield infinitely many solutions.


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