Problem 10-21 (Algo) A process that produces computer chips has a mean of .04 defective chips and a standard deviation of .003 chips. The allowable variation is from .039 to 041 defective. a.Compute the capability index (C₂) for the process. (Round your intermediate calculations to 3 decimal places and final answer to 2 decimal places.) Capability index

Q: please explaine how to get 42?

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A: k= 3 Treatments or groups Each group has 6 observation n=3*6= 18 Total observation SSTr= 1924 Sum of…

Q: ust do number 27.

A: 27) To sketch the contour map and graph of the function:

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A: Here we find solution by Gauss Jorden Method, Inverse of matrix method and varify it.

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A: Any number between 851 to 899

Q: Could you answer letter D?

A: Se=0.057847, df=n-2=23

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Q: answer just letter d  , please

A: Solution:

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A: Since p=0.002<alpha=0.05 Then variable are significant, now we check pair wise comparison then we…

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A: 1. The following are the information that can be obtained from the graphDegree of the function = 4…

Q: Use the functions below to find g (4) – h (2) g (x) = 2 h (x) = x - 6

A: 8) Given functions are: gx=12xfx=x-6 Now, put x=4 in gx and x=2 in fx g4=124=3 h2=2-6=-4 Therefore,…

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A: a. 2x3+x2-50x-25 ≥ 0Notice that you can factor the polynomial by grouping.If you factor x2 from the…

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A: (a) The probability that the maximum of X1 and X2 is k, for any k from 1 to n, is the same as the…

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