An analysis of the monthly allowances received by a sample of five engineers
from a telco company has been conducted recently. The mean and median of
the allowances is RM7000. A unimodal among the observations is RM12,000.
Find the standard deviation if the allowances paid to each engineer were in full
thousands
Mean "\\mu=7000"
x=12000
N=5
So,
"1000=\\dfrac{x-\\mu}{\\frac{\\sigma}{\\sqrt{n}}}\\\\\\implies \\dfrac{\\sigma}{\\sqrt{5}}=\\dfrac{12000-7000}{1000}\\\\\\implies \\sigma=5\\times \\sqrt{5}=11.18"
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