The lengths in millimetres (mm) of 60 runner beans taken from a particular crop weremeasured and found to be normally distributed. The runner beans were given IDnumbers and their lengths to the nearest millimetre are recorded in the table below.a) Select a sample of 12 runner beans using systematic sampling and the randomnumber 4 for the first selection. Write your sample in a table with headings, asdemonstrated below.Runner bean IDLength (mm)Lengths of runner beans (mm)Runner bean Length(mm)Runner beanLength(mm)Runner beanLength(mm)ID NumberID NumberID Number1502115641201165221824216531792316643177415324200442101812518545189205262034618719827195471888.171281704817992102918049142101683021050175111863119451175121793218852177131883316053190141753418954162146351705518715172361895616816164371675716717160381785818718152391975916619402106020420209 Using your sample from part a), answer the following questions. Make sure you use thecorrect notation.b) Find the mean length.c) Find the standard deviation. Round your answer to 2 decimal places.d) Find the variance. Round your answer to 1 decimal place.The grower knows from experience that the standard deviation of the population for thiscrop of runner beans is 16.6 millimetres.e) Using your sample mean from part b), find a 95% confidence interval for themean length of the population of runner beans. Round your answers to 1decimal place.f) State the width of the 95% confidence interval in part e).g) Comment on how the width of this confidence interval will be affected if theconfidence level is increased to 99%.

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From the given,table we have to calculate the samples using systematic sampling methods and the mean…

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The lengths in millimetres (mm) of 60 runner beans taken from a particular crop were measured and found to be normally distributed. The runner beans were given ID numbers and their lengths to the nearest millimetre are recorded in the table below. a) Select a sample of 12 runner beans using systematic sampling and the random number 4 for the first selection. Write your sample in a table with headings, as demonstrated below. Runner bean ID Length (mm)

The lengths in millimetres (mm) of 60 runner beans taken from a particular crop were measured and found to be normally distributed. The runner beans were given ID numbers and their lengths to the nearest millimetre are recorded in the table below. a) Select a sample of 12 runner beans using systematic sampling and the random number 4 for the first selection. Write your sample in a table with headings, as demonstrated below. Runner bean ID Length (mm)

MATLAB: An Introduction with Applications

6th Edition

ISBN:9781119256830

Author:Amos Gilat

Publisher:Amos Gilat

Chapter1: Starting With Matlab

Section: Chapter Questions

Problem 1P

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