Use the file on Blackboard called "Excel Databases.xlsx". Locate the Consumer Food tab. Test to determine if there is a significant difference between households in a metro area and households outside the metro area in annual food spending. Assuming a 1% level of significance, use Excel to perform the F-test for Equality of Variances. What is the correct decision and conclusion for this test? (Hint: you will have to re-organize the data and sort it into two groups to compare the annual food spending: households in metro area vs. households outside metro area) O a. Reject the Null Hypothesis, thus the population variances are equal. O b. Fail to Reject the Null Hypothesis, thus the population variances are unequal. OC. Reject the Null Hypothesis, thus the population variances are unequal. O d. Fail to Reject the Null Hypothesis, thus the population variances are equal. QUESTION 7 Use the file on Blackboard called "Excel Databases.xlsx". Locate the Consumer Food tab. Test to determine if there is a significant difference between households in a metro area and households outside the metro area in annual food spending. Assuming a 1% level of significance, use Excel to perform the appropriate two-sample t-test based on the results from the F-test for Equality of Variances. From the t-test, what conclusion can be drawn for this research study? O a. Households in a metro area have less variability on annual food spending them households outside the metro area. O b. There is a significant difference in annual food spending between households in a metro area and outside a metro area. O. Households in the metro area spend significantly less on annual food spending than households outside the metro area. O d. There is not a significant difference in annual food spending between households in a metro area and outside a metro area.

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Annual Food Spending ($) Annual Household Income           ($) Non mortgage household debt ($) Region:   1 = NE     2 = MW    3 = S       4 = W Location:   1 = Metro      2 = Outside Metro
8909 56697 23180 1 1
5684 35945 7052 1 1
10706 52687 16149 1 1
14112 74041 21839 1 1
13855 63182 18866 1 1
15619 79064 21899 1 1
2694 25981 8774 1 1
9127 57424 15766 1 1
13514 72045 27685 1 1
6314 38046 8545 1 1
7622 52408 28057 1 1
4322 41405 6998 1 1
3805 29684 4806 1 1
6674 49246 13592 1 1
7347 41491 4088 1 1
2911 26703 15876 1 1
8026 48753 16714 1 1
8567 55555 16783 1 1
10345 71483 21407 1 1
8694 50980 19114 1 1
8821 46403 7817 1 1
8678 51927 14415 1 1
14331 84769 17295 1 1
9619 59062 16687 1 1
9286 57952 14161 1 1
8206 58355 19538 1 1
16408 81694 15187 1 1
12757 69522 14651 1 1
17740 96132 0 1 1
7739 57796 22057 1 1
15383 88276 1896 1 1
4579 32264 7979 1 1
11679 65928 0 1 1
12877 69924 27330 1 1
16232 91108 9876 1 1
9621 54070 19908 1 1
8171 47238 17819 1 1
12128 77427 31340 1 1
8642 59805 4963 1 1
12400 60334 6632 1 1
9551 57634 11857 2 1
10143 56549 16136 2 1
8955 59662 11627 2 1
10197 57350 18432 2 1
11234 56447 10871 2 1
9320 61136 0 2 1
9089 51526 4902 2 1
12300 79979 17270 2 1
11484 66733 15145 2 1
11215 75359 15611 2 1
7204 40795 8975 2 1
5579 39128 6576 2 1
11723 75482 12508 2 1
9353 63998 0 2 1
7761 45845 6671 2 1
4261 38223 8576 2 1
9830 66787 1178 2 1
12386 77852 936 2 1
8673 55825 14167 2 1
10944 57022 9018 2 1
9910 64263 12768 2 1
9928 75881 17423 2 1
4264 34343 21323 2 1
7971 41243 21009 2 1
8290 53021 20151 2 1
12669 66991 9250 2 1
7272 49719 20838 2 1
9784 58399 16065 2 1
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5866 39112 20409 2 1
8185 50630 21187 3 1
3391 29056 15735 3 1
7436 48721 18363 3 1
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11290 72805 21238 3 1
10403 56954 22218 3 1
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5626 38833 14371 3 1
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13055 77605 817 3 1
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13031 63343 25531 3 1
3681 36479 17950 3 1
5549 40381 14257 3 1
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6314 41421 22470 3 1
7700 54579 29065 3 1
7479 40551 31757 3 1
9093 50369 6404 3 1
9863 54422 24334 3 1
13087 88822 17565 4 1
10986 59635 27863 4 1
5762 38407 18867 4 1
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16293 64443 31687 4 1
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4635 39825 19494 4 1
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9185 54114 18593 1 2
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6771 52008 21713 1 2
3059 39643 12179 1 2
13211 70309 13221 1 2
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11581 76140 33874 1 2
14233 80833 11478 1 2
3352 31899 2762 1 2
2630 21647 2663 1 2
9093 65924 11355 1 2
12652 65923 5132 1 2
9559 62811 12613 1 2
6112 42335 3149 1 2
10431 65134 15196 1 2
12630 64621 21433 1 2
4578 36553 5502 1 2
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10262 70727 13287 1 2
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6270 34797 146 2 2
9518 62348 5201 2 2
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8865 53620 32004 2 2
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4913 34761 17704 2 2
6976 60968 17799 2 2
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8895 47344 11814 2 2
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4563 34355 10612 2 2
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9552 73600 36374 3 2
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3875 36519 13579 3 2
10746 75152 10659 3 2
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10650 75947 33357 3 2
5188 41423 33641 3 2
5311 40189 17791 3 2
4691 36772 5829 3 2
8056 59690 19594 3 2
11304 53654 23066 3 2
8112 59067 240 3 2
8696 65962 0 3 2
5869 37254 10157 3 2
3776 33568 14143 3 2
11829 56934 0 3 2
12492 51784 20284 4 2
8456 54135 22037 4 2
6801 53291 23342 4 2
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7802 52205 28579 4 2
9717 72841 22349 4 2
6026 46238 20165 4 2
5618 45938 10538 4 2
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10906 53403 18177 4 2
15148 71290 6696 4 2
8830 66759 20972 4 2
8481 57616 28767 4 2
11358 76221 1373 4 2
10553 78202 5920 4 2
6969 55164 24795 4 2
13219 61171 21482 4 2
3543 34093 25969 4 2
7326 50647 10750 4 2
8458 59898 22940 4 2
11766 52884 25970 4 2
9908 73629 7112 4 2
Use the file on Blackboard called "Excel Databases.xlsx". Locate the Consumer Food tab. Test to determine if there is a significant difference
between households in a metro area and households outside the metro area in annual food spending. Assuming a 1% level of significance,
use Excel to perform the F-test for Equality of Variances. What is the correct decision and conclusion for this test?
(Hint: you will have to re-organize the data and sort it into two groups to compare the annual food spending: households in metro area vs.
households outside metro area)
O a. Reject the Null Hypothesis, thus the population variances are equal.
O b. Fail to Reject the Null Hypothesis, thus the population variances are unequal.
c. Reject the Null Hypothesis, thus the population variances are unequal.
O d. Fail to Reject the Null Hypothesis, thus the population variances are equal.
QUESTION 7
Use the file on Blackboard called "Excel Databases.xlsx". Locate the Consumer Food tab. Test to determine if there is a significant difference
between households in a metro area and households outside the metro area in annual food spending. Assuming a 1% level of significance,
use Excel to perform the appropriate two-sample t-test based on the results from the F-test for Equality of Variances. From the t-test, what
conclusion can be drawn for this research study?
O a. Households in a metro area have less variability on annual food spending them households outside the metro area.
O b. There is a significant difference in annual food spending between households in a metro area and outside a metro area.
O c. Households in the metro area spend significantly less on annual food spending than households outside the metro area.
O d. There is not a significant difference in annual food spending between households in a metro area and outside a metro area.
Transcribed Image Text:Use the file on Blackboard called "Excel Databases.xlsx". Locate the Consumer Food tab. Test to determine if there is a significant difference between households in a metro area and households outside the metro area in annual food spending. Assuming a 1% level of significance, use Excel to perform the F-test for Equality of Variances. What is the correct decision and conclusion for this test? (Hint: you will have to re-organize the data and sort it into two groups to compare the annual food spending: households in metro area vs. households outside metro area) O a. Reject the Null Hypothesis, thus the population variances are equal. O b. Fail to Reject the Null Hypothesis, thus the population variances are unequal. c. Reject the Null Hypothesis, thus the population variances are unequal. O d. Fail to Reject the Null Hypothesis, thus the population variances are equal. QUESTION 7 Use the file on Blackboard called "Excel Databases.xlsx". Locate the Consumer Food tab. Test to determine if there is a significant difference between households in a metro area and households outside the metro area in annual food spending. Assuming a 1% level of significance, use Excel to perform the appropriate two-sample t-test based on the results from the F-test for Equality of Variances. From the t-test, what conclusion can be drawn for this research study? O a. Households in a metro area have less variability on annual food spending them households outside the metro area. O b. There is a significant difference in annual food spending between households in a metro area and outside a metro area. O c. Households in the metro area spend significantly less on annual food spending than households outside the metro area. O d. There is not a significant difference in annual food spending between households in a metro area and outside a metro area.
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