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HSC 544 Excel Homework 7 40 Points Part 1 An important problem in real estate is determining how to price homes to be sold. There

HSC 544

Excel Homework 7

40 Points

Part 1

An important problem in real estate is determining how to price homes to be sold. There are so many factorssize, age, and style of the home; number of bedrooms and bathrooms; size of the lot; and so onwhich makes setting a price a challenging task. In this project, we will try to help realtors in this task by determining how different characteristics of homes relate to home prices, identifying the key variables in pricing, and building multiple-variable regression models to predict prices based on property characteristics. Our analysis will be based on the Mount Pleasant Real Estate Data (available on stat.hawkeslearning.com). This data set includes information about 195 properties for sale in three communities in the suburban town of Mount Pleasant, South Carolina, in 2017. Consider the following variables associated with each property.

x1= number of bedrooms

x5=age

x2=number of bathrooms

x6=fenced yard

x3=number of stories

x7=golf course?

X4=square footage

x8=number of fireplaces

Go to Data Analysis ToolPak in Excel and use the Regression function. The linear regression equation will look like:

Where is a coefficient and each of the is an independent variable. In the context of real estate pricing, = predicted home price. Excel can calculate regression models with multiple variables via the same regression tool that it does for single-variable regression models by simply using more columns of data for the X inputs. Intuitively, this should be more realistic for real estate pricing as there may be several variables that contribute to property values.

  1. Construct the multiple regression equation with input variables x1, x2, ..., x8. (8 Points)
  2. What is the adjusted coefficient of determination, , of the regression model? Explain the meaning of this value and how it differs from. (4 Points)
  3. Perform a hypothesis test to determine if the model is useful for predicting home values at a significance level of = 0.05. State the followings:
  4. Determine the null and alternative hypotheses. (2 Points)
  5. What is the value of the test statistics (F statistics)? (2 Points)
  6. Determine the P-value. (2 Points)
  7. Make a decision to reject or fail to reject H0. (2 Points)
  8. State the conclusion in terms of the original question. (2 Points)
  9. Are any variables not useful predictors of home price at a significance level of = 0.05? State the P-values of these variables. Intuitively, what does this mean with respect to pricing properties? (Show your results) (8 Points)

Part 2

A government lobbying firm is interested in getting more money directed to people who have special needs. To convince state legislators that more money needs to be diverted to the California Department of Developmental Services, they first must determine which groups of people are in most need of those funds. This firm has hired you to conduct the analysis to answer the questions below.

Determine if there is a difference in the average expenditures by gender. Conduct one-way ANOVA to test the difference of mean expenditure and gender. Use a significance level of = 0.05.

  1. Determine the null and alternative hypotheses. (2 Points)
  2. What is the value of the test statistics? (2 Points)
  3. Determine the P-value. (2 Points)
  4. Make a decision to reject or fail to reject H0. (2 Points)
  5. State the conclusion in terms of the original question. (2 Points)

Expenditures
Male Female
28205 55430
54115 3726
39844 58392
3988 10434
13345 4629
7207 3392
386 1783
1315 54616
1725 30504
32344 2471
641 49851
1437 1814
4483 10696
2695 1432
1824 55015
42739 7571
11668 8530
5041 2059
7878 4054
4014 3529
3196 41984
2028 2900
41144 9504
4067 9200
1974 60198
3153 374
52076 37778
9369 47778
33721 3728
41013 75098
10385 11125
51599 1335
6255 10531
3075 8714
36712 55428
33278 2532
10535 8700
6620 3530
9846 49075
12265 2157
1594 46911
10976 2917
12392 32886
2597 6771
11282 1339
3419 3060
4710 39454
3707 28581
12234 52421
50542 18435
9923 7683
1691 13264
48064 40240
30803 11803
25348 48968
40999 4216
33634 12243
54481 34274
9979 1645
4031 7475
2623 8820
9080 44293
3099 1219
12651 57497
42560 34795
40614 3867
3382 2559
49449 42192
7288 8730
3873 5324
5696 46873
37247 2341
46513 1398
4814 37697
8687 4949
1212 48021
4554 1790
2797 54680
3909 41522
43545 3584
49056 1733
44910 31853
4918 1611
12259 3125
36576 2834
38085 51084
46132 43109
3948 7061
5583 5183
5025 240
1854 6400
55442 4566
38400 1748
4166 4515
52618 46571
2261 2354
11491 2895
58594 1915
28061 3212
60808 1130
9675 3638
11327 1423
1454 4395
2887 39521
3048 4525
10047 60871
1861 49028
1598 1977
1066 3450
674 3007
4968 40980
4091 51149
4798 11038
11998 12649
50304 2664
38310 59926
7621 5920
15018 40277
3796 8096
1363 3678
1713 15176
9161 1963
3269 995
1196 16237
9972 2119
2549 10292
2686 3501
4097 1582
1957 5718
1646 3141
1525 2039
1294 43858
1435 2291
1123 40809
1740 3959
4670 3378
3394 1473
9592 7667
741 6218
1016 59622
4723 4921
2460 35088
1028 3695
3585 1767
762 36738
7081 7605
2359 38031
2211 12083
11527 10294
966 16310
7339 11811
4513 2781
4112 48684
4653 3257
12587 4495
668 2744
2015 2906
8948 5637
561 2904
1084 39147
49502 4774
3522 36691
2776 5040
10150 2797
2954 2016
1173 2854
4533 1592
62097 4696
11935 4163
11034 3562
2490 8469
3945 1363
1597 36827
4975 3539
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51392 3580
3561 5228
6397 13129
7446 4152
5163 3190
52243 2184
51777 4527
3141 3003
53211 7122
2167 2191
55187 1641
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3745 2339
3445 4345
4608 9061
46951 4798
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4219 2462
52147 4884
3113 3464
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10230 456
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5412 4731
57363 5616
54875 27845
11986 2409
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4300 3698
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11479 14926
4058 2143
1539 13579
1286 2797
3629 1417
2153 1903
847 6690
11470 11629
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1110 7805
3423 16677
1184 3099
1689 3088
1560 2634
14729 45409
8511 3829
49548 3060
2493 1702
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2498 12603
4963 1609
2643 5347
2760 4378
3911 40572
3225 2865
4152 1167
3702 15711
3395 9341
14221 4260
6977 1458
3203 1804
11176 1934
11180 65581
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1661 1590
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9162 11810
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37708 8957
13468 5280
42070 3749
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26178 2717
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40517 2484
1997 3792
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29588 5241
2441 3641
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3638 11054
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3775 5062
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4664 1893
2296 669
3399 2335
2140 2359
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38619 3673
3000 50141
2885 40727
3259 2018
2258 2113
37479 3915
4615 5021
41924 4154
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1070 43025
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4681 4002
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36901 46660
36057 36428
31512 50419
37727 340
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38236 54267
6798 2029
2924 45412
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1057 49424
42623 31027
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904 2521
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34558 57702
1997 36607
37416 7193
43292 54309
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27417 12306
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4818 42455
650 9078
10008 1068
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1024 1339
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38730 52472
12178 54655
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1582 11775
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4003 47021
67884 13593
39007 2880
10046 46590
64898 43134
34394 14578
7083 9207
2877 384
3157 3694
12481 8299
36469 37948

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