|Mean and standard deviation of working life data of bulbs produced in a factory are 1406 and 153 hours. With the renovation to be carried out in the factory, it is expected that the bulb working life will be greater than 1406 hours. After a test with a small sample of 15 renovation elements, the average working life values are given in the Table. According the test, is it appropriate to perform this renovation? During the calculation, assume that; a) the working life is normally distributed b) the population standard deviation is unknown (use t-distribution). For both take the significance level as 0.10. X 1200 1800 | 1100 | 1650 1580 1610 | 1695 1490| 1400 1350 1200 | 1450 | 1500 | 1480| 1300

MATLAB: An Introduction with Applications
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ISBN:9781119256830
Author:Amos Gilat
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Plzz explain.
Mean and standard deviation of working life data of bulbs produced in a factory
are 1406 and 153 hours. With the renovation to be carried out in the factory, it is
expected that the bulb working life will be greater than 1406 hours. After a test
with a small sample of 15 renovation elements, the average working life values are
given in the Table. According the test, is it appropriate to perform this renovation?
During the calculation, assume that;
a) the working life is normally distributed
b) the population standard deviation is unknown (use t-distribution).
For both take the significance level as 0.10.
X
1200 | 1800 | 1100 | 1650 | 1580 | 1610 | 1695 | 1490 | 1400 | 1350 | 1200 | 1450 1500 | 1480
00EI
Transcribed Image Text:Mean and standard deviation of working life data of bulbs produced in a factory are 1406 and 153 hours. With the renovation to be carried out in the factory, it is expected that the bulb working life will be greater than 1406 hours. After a test with a small sample of 15 renovation elements, the average working life values are given in the Table. According the test, is it appropriate to perform this renovation? During the calculation, assume that; a) the working life is normally distributed b) the population standard deviation is unknown (use t-distribution). For both take the significance level as 0.10. X 1200 | 1800 | 1100 | 1650 | 1580 | 1610 | 1695 | 1490 | 1400 | 1350 | 1200 | 1450 1500 | 1480 00EI
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