Cut off formula in STW smoothly

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Aug 6th, 2022
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cut off formula in STW in easy steps

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How to Cut off formula in STW

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hi guys welcome to my numericals as per the video lectures today im dealing with a numerical which is related to the metal mining and which is a closely related to the profit calculation when after extraction and all process completed and another problem which is also related to metal mining we all know that uh that is some cut off grader calculation and i have given the end of the this session i gave you one question for solving it just uh you have to solve it and uh comment in the comment section answer so first of all move on to the our first topic for calculation of a profiter for a copper or mine so here you can see the question which is given given here this is the question given here so this ques read the question thoroughly and uh these are so from this question i wrote the given data as below so this is the given data so copper or grade so which is given in this question is copper or gradient 60 60 percentage 0.60 percentage copper grader so that is on dividing it will get t

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For determination of the cut-off value, we need to know the pretest probability of the disease of interest as well as the costs incurred by misdiagnosis. This means that even for a certain diagnostic test, the cut-off value is not universal and should be determined for each region and for each disease condition.
Definition: a wavelength above which a guided mode of a waveguide ceases to exist.
The cutoff frequency, or cutoff, determines where the signal is cut off. Simpler synthesizers have only lowpass filters. If a signal contains frequencies that range from 20 to 4000 Hz and the cutoff frequency is set at 2500 Hz, frequencies above 2500 Hz are filtered.
We can write the cutoff frequency equation for RC filter circuit as: f c = 1 2 R C fc = \frac{1}{2 \pi R C} fc=2RC1.
The lowest cutoff frequency of an air-filled rectangular waveguide is 15 GHz. The next lowest cutoff frequency is 20 GHz.
The cut-off frequency of a waveguide is the frequency above which signals will propagate through it with minimal attenuation. This means that signals with a frequency above the cut-off frequency will propagate through a waveguide and signals below this frequency will be attenuated.
Thus the operating frequency of a Ka-band waveguide is 26.5 GHz40 GHz, providing a margin of 5.4 GHz at the low end, and 2.2 GHz margin at the high end.
To calculate z-scores, take the raw measurements, subtract the mean, and divide by the standard deviation. X represents the data point of interest. Mu and sigma represent the mean and standard deviation for the population from which you drew your sample.

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