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Mathematics, 02.09.2020 01:01 haydoc1025

Table 2- Measure 10 different peanutsPeanut Number Measured Size8 .48150 .53140 .5732 .3824 .4730 .48103 .46157 .57Table 1 -Take one peanut and measure it 6 times. Peanut Number 141 .6.57.58.59.59.57Table 3 - Three students measured the same peanut 6 times listed below is their standard deviations and means for the 6 measurements. student 1 student 2 student 3mean .59 .5833 .59standard deviation .00004 .00015 .000081. Find 95% two sided confidence limits for the sum of the single (last or 9th) peanut size plus your own measurement bias in measuring sizes.2. Give 95% two sided confidence limits for comparing biases of students 1 and 2.3. Give 90% two sided confidence limits for comparing the measurment standard deviations of students 1 and 2.

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Table 2- Measure 10 different peanutsPeanut Number Measured Size8 .48150 .53140 .5732 .3824 .4730 .4...

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