the filling machine will cause an overflow in a can, that is, the probability that more than 900 ml will be placed in the can?

MATLAB: An Introduction with Applications
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6. Frackly Oil is sold in 900 milliliter (ml) cans. The
mean volume of oil placed in a can is 880 ml with
a standard deviation of 7.8 ml. Assuming a normal
distribution of the data, what is the probability that
the filling machine will cause an overflow in a can,
that is, the probability that more than 900 ml will
be placed in the can?
Transcribed Image Text:6. Frackly Oil is sold in 900 milliliter (ml) cans. The mean volume of oil placed in a can is 880 ml with a standard deviation of 7.8 ml. Assuming a normal distribution of the data, what is the probability that the filling machine will cause an overflow in a can, that is, the probability that more than 900 ml will be placed in the can?
Normal Inverse Distribution Calculation Template
Enter data only in yellow-shaded cells
Mean, m
Standard deviation, s
Probability P(X≤ x)
Calculated x-value
Normal Distribution Probability Template
Enter data only in yellow-shaded cells
Mean, m
Standard deviation, s
x-value
Calculated z-value
F(x) = P(X≤ x)
#DIV/0!
#NUM!
#NUM!
Transcribed Image Text:Normal Inverse Distribution Calculation Template Enter data only in yellow-shaded cells Mean, m Standard deviation, s Probability P(X≤ x) Calculated x-value Normal Distribution Probability Template Enter data only in yellow-shaded cells Mean, m Standard deviation, s x-value Calculated z-value F(x) = P(X≤ x) #DIV/0! #NUM! #NUM!
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