Tap water is measured for arsenic and found to have a mean signal of 0.0061. Next, a small amount of Arsenic is spiked into the tap water such that the new value is 0.700 ppb higher than before. The mean signal from this new low-level concentration is 0.0447, with a standard

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Tap water is measured for arsenic and
found to have a mean signal of 0.0061.
Next, a small amount of Arsenic is spiked
into the tap water such that the new value
is 0.700 ppb higher than before. The mean
signal from this new low-level
concentration is 0.0447, with a standard
deviation of 0.00560. What is the Lower
Limit of Quantitation?
(Hint: estimate slope as fraction numerator
triangle Y over denominator triangle X end
fraction , where triangle Y is the difference
between the low level spike and the blank
signals; and triangle X is the concentration
change between the spiked and unspiked
sample)
Transcribed Image Text:Tap water is measured for arsenic and found to have a mean signal of 0.0061. Next, a small amount of Arsenic is spiked into the tap water such that the new value is 0.700 ppb higher than before. The mean signal from this new low-level concentration is 0.0447, with a standard deviation of 0.00560. What is the Lower Limit of Quantitation? (Hint: estimate slope as fraction numerator triangle Y over denominator triangle X end fraction , where triangle Y is the difference between the low level spike and the blank signals; and triangle X is the concentration change between the spiked and unspiked sample)
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