The calculated average for the validation sample is compared to the known value to determine the validity of the experimental procedure. The known [NO3] for NX is 4.60 mg/L. Which t-test should be used to determine if there is a statistically significant difference between the known value and the average experimental data from the previous question? |xm – xm2| > t* (sm² + sm)½ 1/½ |x – xm2| > t*s,„(1n, + n,)/n,n.)* - X > t*s_ "x – 1||

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average of NX| 4.09 mg/L
Transcribed Image Text:average of NX| 4.09 mg/L
The calculated average for the validation sample is compared to the known value to determine
the validity of the experimental procedure.
The known [NO3] for NX is 4.60 mg/L.
Which t-test should be used to determine if there is a statistically significant difference between
the known value and the average experimental data from the previous question?
|Xm – xm2| > t*(s + s%
´m1
|xm - xm2] > t*s,„(1n, + n,)/n,n)-
´m1
|H – x| > t*s,
Transcribed Image Text:The calculated average for the validation sample is compared to the known value to determine the validity of the experimental procedure. The known [NO3] for NX is 4.60 mg/L. Which t-test should be used to determine if there is a statistically significant difference between the known value and the average experimental data from the previous question? |Xm – xm2| > t*(s + s% ´m1 |xm - xm2] > t*s,„(1n, + n,)/n,n)- ´m1 |H – x| > t*s,
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