A producer of extruded plastic products finds that his mean daily inventory is 1,250 pieces. A new marketing policy has been put into effect and it is of interest to test that the mean daily inventory is still the same. A sample of daily inventories from eight randomly selected days give the following data. 1243 1240 1253 1249 1240 1256 1246 1260 Test at 1% significance level the hypothesis that the mean daily inventory remains unchanged despite the implementation of the new policy. Assume that the data are normally distributed.

Q: can you please do this question again, I got a different answer. please confirm if this is right or…

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Q: Can I ask here what the example for question number 2 is? Thanks!

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Q: HI there where is rest of this questions answers?

A: As per our company guidelines, we are supposed to answer only the first 3 sub-parts. Kindly repost…

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Q: 4. The 6th term of an arithmetic series is 13, the sum of the first 40 terms is 3420. Find the sum…

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Q: Can you just do question c

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Q: 2. Find S8 for the following geometric series: 6-14.4+34.56 - 82.944+.....

A: To find S8 for the following geometric series: 6-14.4+34.56-82.944+...

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Q: Hi both answers are wrong can you check them ?

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Q: I got this wrong and I would love help on why and what the correct answer is, thank you!

A: Refer Standard normal table/Z-table, Lookup for z-score corresponding to area 0.98 to the left of…

Q: could you pleas answer part c?

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Q: Can you answer part Iv here ?

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Q: can you do part 2 of the question and part 3

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Q: Can someone complete question 2

A: The given function is:f(x,y)=(x+5)eyGiven point is:P=(3, 0)

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Q: question number 2

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Q: Can you do questions c and d? in clear way possible

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Q: I have a question regarding the question B. Can you please help me? Thanks

A: To use normal approximation, the following conditions should be satisfied. np>5 and n(1-p)>5