Use the file on Blackboard called "Excel Databases.xlsx". Locate the Manufacturer tab. The goal is to test to determine if there is a significant difference between mean Value Added by the manufacturer and the mean Cost of Materials in manufacturing assuming a 1% level of significance. Use Excel to perform the F-test for Equality of Variances at the 1% significance level. Which variable will be Group 1? What can you conclude from running the F-test? O a. Value Added by Manufacturer is Group 1. The F-test concludes that the population variances are unequal. O b. Cost of Materials is Group 1. The F-test concludes that the population variances are equal. OC. Value Added by Manufacturer is Group 1. The F-test concludes that the population variances are equal. O d. Cost of Materials is Group 1. The F-test concludes that the population variances are unequal.
Equations and Inequations
Equations and inequalities describe the relationship between two mathematical expressions.
Linear Functions
A linear function can just be a constant, or it can be the constant multiplied with the variable like x or y. If the variables are of the form, x2, x1/2 or y2 it is not linear. The exponent over the variables should always be 1.
Value Added by Mfg.
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24506
21667
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12640
4258
35210
20548
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287
1508
624
2471
4307
673
817
8986
3145
4076
3806
4276
1239
9423
11045
1916
599
2063
34
1445
10603
5775
10404
13274
1909
4606
5518
12464
5447
2290
4182
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2201
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9655
15668
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4055
16567
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59813
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8497
28886
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26006
3464
2187
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442
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7275
55621
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162
1907
53
747
328
233
1717
6532
4850
3509
2176
2696
15739
999
7838
29180
9061
4200
1410
16670
5856
3164
3999
11750
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7903
2590
1435
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3564
21071
29028
31051
2390
14032
415
2761
685
8327
2643
1406
11199
Cost of Materials
78713
42774
27222
37040
12030
13674
19130
33521
19612
5557
163
314
2622
4219
5357
1061
707
10421
4140
7125
8994
5504
716
8926
11121
2283
364
1813
71
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18632
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8483
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19932
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46935
11130
13085
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6182
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496
3805
7195
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1865
163
1682
85
395
255
177
943
3527
4254
2282
1387
1183
17010
565
5432
45696
6913
11184
5735
31892
4696
2790
9364
8720
3527
31527
4909
21531
6232
1689
19273
12954
11858
23474
14343
16515
18543
60857
21819
13897
5523
12657
12578
11065
7621
29591
44486
13398
223639
42367
7760
4363
1674
8120
5476
8760
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16787
1020
8114
382
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506
6604
1789
997
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