A random sample of 12 hollyhock plants grown from the seed in a particular packet was taken, and the height of each plant was measured, in m. The results are summarized by Ex; = 28.43, Ex² = 88.4704. Making a suitable assumption about the distribution of heights, which should be stated, find a 90% confidence interval of the form of(a,ß), for the mean height of hollyhock plants grown from that packet.

MATLAB: An Introduction with Applications
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A random sample of 12 hollyhock plants grown from the seed in a particular packet was
taken, and the height of each plant was measured, in m. The results are summarized by
Σx28.43, Σx?88.4704.
Making a suitable assumption about the distribution of heights, which should be stated, find a
90% confidence interval of the form of(a, B), for the mean height of hollyhock plants grown
from that packet.
Transcribed Image Text:A random sample of 12 hollyhock plants grown from the seed in a particular packet was taken, and the height of each plant was measured, in m. The results are summarized by Σx28.43, Σx?88.4704. Making a suitable assumption about the distribution of heights, which should be stated, find a 90% confidence interval of the form of(a, B), for the mean height of hollyhock plants grown from that packet.
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