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joelpimentel
30.01.2020 •
Mathematics
The average pulling force that a sample of 1000 springs could take and still be able to spring back was 200 lbs with a standard deviation of 3 lbs. if the distribution follows a normal curve, which of the following is not true?
a.) about 15 springs could withstand less than 194 lbs of force
b.) about 950 springs could withstand between 194 and 206 lbs of force.
c.) about 500 springs could withstand 200 lbs or more of force.
d.) about 25 springs could withstand more than 206 lbs of force.
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Ответ:
the z-score of 194 lbs is
Reading the probability for z-score -2 on the table
Then 0.0228×1000=23 spring that could withstand less than 194 lbs of force
Statement 2
The z-score of 194 lbs is -2
The z-score of 206 is
The probability between -2 and 2 is given by
Then 0.9544×1000=954.4 springs could withstand the force between 194 lbs and 206 lbs
Statement 3
The z-score for 200lbs is 0, as it is the mean. The area to the right of z=0 is 0.5 which means half of 1000 springs could withstand the force more than 200lbs
Statement 4
The z-score of 206lbs is 2
The value of
Which is 0.0228×1000=22.8 springs could withstand more than 200 lbs of force
So the statement 1 is incorrect
Ответ: