9.1. CustomerSpendingCardCoupon 1229110 2321510 3213510 4392400 5252810 6247301 7238400 8707600 9118211 10334500 11214010 12325501 13151200 14214801...

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I have a statistics quiz that must be completed in Microsoft Excel. Some of the problems must be completed with Solver, a Microsoft Excel Add-on.The test has10 multiple choice questionson one spreadsheet and10 EXCEL analysis questionsto be completed in2.5
hours or the test will not be accepted.


9.1. CustomerSpendingCardCoupon 1229110 2321510 3213510 4392400 5252810 6247301 7238400 8707600 9118211 10334500 11214010 12325501 13151200 14214801 15673700 16648600 17130700 18347010 19293600 20640401 21222900 22293300 23211800 24205000 25499801 26139400 27399311 28205901 29167700 30222901 31113800 32293310 33536511 34536500 35617900 36198010 37105810 38685111 39112400 40191100 41325300 42183900 43165710 44107500 45356600 46211800 47155410 48463100 49434511 50400411 51106811 52242100 53441400 54338611 55167710 56205011 57232311 58550100 59334501 60331811 61472101 62166201 63293610 64204900 65231301 66685100 67229100 68347011 69325300 70205900 71267811 72232310 73187810 74267811 75617911 76341111 77599101 78707611 79325511 80214810 81550111 82599111 83237210 84399510 85213501 86673711 87648611 88242910 89470111 90640410 91113010 92191111 93495911 94607311 95140310 96331800 97242110 98607300 99263010 100341101 101368500 102491400 103136610 104478700 105240210 106417311 107180200 108497100 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809866501 810303000 811377200 812178300 813652911 814509111 815556100 816131400 817262100 818300110 819355810 820367110 821223310 822302400 823170900 824318210 825271410 826962711 827812011 828299910 829491900 830367510 831248410 832244700 833102800 834245310 835329200 836283610 837740611 838419910 839628700 840114810 841263600 842126600 843665311 844139600 845189610 846271210 847302510 848436000 849168100 850316310 851213310 852341400 853505910 854294910 855213010 856510700 857249010 858188900 859117610 860156400 861357610 862606300 863268100 864174600 865128210 866218310 867299510 868314010 869154010 870720211 871426511 872578811 873309500 874431000 875389200 876232500 877639000 878299500 879229110 880362800 881199510 882252700 883495300 884238100 885521600 886670100 887528411 888318900 889240310 890252810 891295500 892290000 893348810 894136700 895131110 896109000 897240710 898255600 899130210 900405000 901250300 902322500 903438400 904239900 905436900 906395811 907373010 908406710 909149200 910325510 911290600 912346811 913378100 914160700 915624411 916259700 917211400 918113310 919528111 920220600 921362600 922533511 923219200 924288510 92547210 926160310 927223110 928296510 929183310 930326811 931229810 932441710 933255810 934151210 93599200 936227310 937375500 938451700 939218600 940368011 941752101 942468511 943294910 944220210 945225410 946265200 947433600 948213900 949179410 950579111 951307200 952435811 953514811 954354200 955155200 956286200 957622511 958614600 959247410 96070800 961699311 962611311 963200800 964335900 965232800 966171000 967409611 968590011 969753400 970504111 971181610 972386700 973138710 974351410 975541900 976336810 977206310 978300600 979204910 980651211 981263300 982327700 983272510 984549811 985227710 986370010 987248300 988342000 989385400 990165510 991197810 992321410 993312110 994570800 995187400 99680410 997193600 998315400 999197010 1000581611 Coefficients PredictorEstimate Intercept-8.0489338071 Spending0.001131969 Card2.9469272691 The smallest classification error on the validation set results from the model: Log odds of using coupon = -8.049 + 0.001*Spending + 2.947*Card. B. Decile Chart Data IDDecileDecile/Global Mean 115.1351351351 222.972972973 331.0810810811 440 550 660 770.2702702703 880 990.5405405405 10100 DecileMeanStd.Dev.Min.Max. 10.950.223606797701 20.550.510417785501 30.20.410391340801 40000 50000 60000 70.050.223606797701 80000 90.10.307793505601 100000 The first decile lift of the model from part a is 5.135 . For this test set of 200 observations and 37 coupon users, if we randomly selected 20 voters, on average (37/200)*20 = 3.7 of them would have used the promotional coupon. However, if we use the logistic regression model to identify the top 20 customers most likely to use the coupon, then we would identify (3.7)(5.135) = 19 of them that would use the coupon. C. The area under the ROC curve is 0.9199. By hovering the cursor over the ROC curve, we see to achieve sensitivity of at least 0.80, 1 – Specificity = 0.0552 = Class 0 error rate. ROC Curve Data, AUC=0.91991377880948433 # RecordsFPRTPR (Model)TPR (Random)TPR (Optimum) 00001 100.02702702701 200.054054054101 300.081081081101 400.108108108101 500.135135135101 600.162162162201 700.189189189201 800.216216216201 900.243243243201 1000.270270270301 1100.297297297301 1200.324324324301 1300.351351351401 1400.378378378401 1500.405405405401 160.00613496930.40540540540.00613496931 170.00613496930.43243243240.00613496931 180.00613496930.45945945950.00613496931 190.00613496930.48648648650.00613496931 200.00613496930.51351351350.00613496931 210.00613496930.54054054050.00613496931 220.00613496930.56756756760.00613496931 230.00613496930.59459459460.00613496931 240.00613496930.62162162160.00613496931 250.00613496930.64864864860.00613496931 260.00613496930.67567567570.00613496931 270.00613496930.70270270270.00613496931 280.01226993870.70270270270.01226993871 290.0184049080.70270270270.0184049081 300.0184049080.72972972970.0184049081 310.02453987730.72972972970.02453987731 320.03067484660.72972972970.03067484661 330.0368098160.72972972970.0368098161 340.04294478530.72972972970.04294478531 350.04907975460.72972972970.04907975461 360.04907975460.75675675680.04907975461 370.04907975460.78378378380.04907975461 380.05521472390.78378378380.05521472391 390.05521472390.81081081080.05521472391 Decile-wise lift chart (test dataset) 123456789105.13513513513513512.97297297297297281.08108108108108090000.2702702702702702300.540540540540540460Deciles Decile mean / Global mean ROC Curve, AUC = 0.919914 LogReg Classifier00000000000000006.1349693251533744E-36.1349693251533744E-36.1349693251533744E-36.1349693251533744E-36.1349693251533744E-36.1349693251533744E-36.1349693251533744E-36.1349693251533744E-36.1349693251533744E-36.1349693251533744E-36.1349693251533744E-36.1349693251533744E-31.2269938650306749E-21.8404907975460124E-21.8404907975460124E-22.4539877300613498E-23.0674846625766871E-23.6809815950920248E-24.2944785276073622E-24.9079754601226995E-24.9079754601226995E-24.9079754601226995E-25.5214723926380369E-25.5214723926380369E-26.1349693251533742E-26.7484662576687116E-27.3619631901840496E-27.9754601226993863E-28.5889570552147243E-29.202453987730061E-29.202453987730061E-29.202453987730061E-29.815950920245399E-29.815950920245399E-20.104294478527607360.110429447852760740.11656441717791410.122699386503067480.128834355828220860.128834355828220860.134969325153374230.14110429447852760.147239263803680990.153374233128834360.159509202453987730.165644171779141090.171779141104294490.177914110429447850.184049079754601220.190184049079754610.196319018404907980.202453987730061350.208588957055214710.214723926380368110.220858895705521470.226993865030674840.233128834355828210.23926380368098160.245398773006134970.251533742331288330.257668711656441730.263803680981595070.269938650306748460.276073619631901860.28220858895705520.288343558282208590.294478527607361980.300613496932515320.306748466257668720.312883435582822110.319018404907975450.325153374233128840.331288343558282180.337423312883435580.343558282208588970.349693251533742310.355828220858895710.36196319018404910.368098159509202440.374233128834355830.380368098159509230.386503067484662570.392638036809815960.39877300613496930.404907975460122690.411042944785276090.417177914110429430.423312883435582820.429447852760736220.435582822085889550.441717791411042950.447852760736196340.453987730061349680.460122699386503080.466257668711656410.472392638036809810.47852760736196320.484662576687116540.490797546012269940.496932515337423330.503067484662576670.509202453987730010.515337423312883460.52147239263803680.527607361963190140.533742331288343590.539877300613496920.546012269938650260.552147239263803710.558282208588957050.564417177914110390.570552147239263840.576687116564417180.582822085889570520.588957055214723970.595092024539877310.601226993865030650.601226993865030650.60736196319018410.613496932515337430.619631901840490770.625766871165644220.631901840490797560.63803680981595090.644171779141104240.650306748466257690.656441717791411030.662576687116564370.668711656441717820.674846625766871160.680981595092024490.687116564417177940.693251533742331280.699386503067484620.705521472392638070.711656441717791410.717791411042944750.72392638036809820.730061349693251540.736196319018404880.742331288343558330.748466257668711670.7546012269938650.760736196319018450.766871165644171790.773006134969325130.779141104294478580.785276073619631920.791411042944785260.79754601226993860.803680981595092050.809815950920245390.815950920245398730.822085889570552180.828220858895705510.834355828220858850.84049079754601230.846625766871165640.846625766871165640.852760736196318980.858895705521472430.865030674846625770.865030674846625770.871165644171779110.877300613496932560.88343558282208590.889570552147239240.895705521472392690.901840490797546020.907975460122699360.914110429447852810.920245398773006150.926380368098159490.932515337423312830.938650306748466280.944785276073619620.950920245398772960.957055214723926410.963190184049079750.969325153374233080.975460122699386530.981595092024539870.987730061349693210.99386503067484666102.7027027027027029E-25.4054054054054057E-28.1081081081081086E-20.108108108108108110.135135135135135140.162162162162162170.18918918918918920.216216216216216230.243243243243243260.270270270270270290.297297297297297310.324324324324324340.351351351351351370.37837837837837840.405405405405405430.405405405405405430.432432432432432460.459459459459459480.486486486486486510.513513513513513490.540540540540540570.567567567567567540.594594594594594630.62162162162162160.648648648648648680.675675675675675660.702702702702702740.702702702702702740.702702702702702740.729729729729729710.729729729729729710.729729729729729710.729729729729729710.729729729729729710.729729729729729710.75675675675675680.783783783783783770.783783783783783770.810810810810810860.810810810810810860.810810810810810860.810810810810810860.810810810810810860.810810810810810860.810810810810810860.837837837837837830.864864864864864910.864864864864864910.891891891891891890.891891891891891890.891891891891891890.891891891891891890.891891891891891890.891891891891891890.918918918918918970.918918918918918970.918918918918918970.918918918918918970.918918918918918970.918918918918918970.918918918918918970.918918918918918970.918918918918918970.918918918918918970.918918918918918970.918918918918918970.918918918918918970.918918918918918970.918918918918918970.918918918918918970.918918918918918970.918918918918918970.918918918918918970.918918918918918970.918918918918918970.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Classifier00000000000000006.1349693251533744E-36.1349693251533744E-36.1349693251533744E-36.1349693251533744E-36.1349693251533744E-36.1349693251533744E-36.1349693251533744E-36.1349693251533744E-36.1349693251533744E-36.1349693251533744E-36.1349693251533744E-36.1349693251533744E-31.2269938650306749E-21.8404907975460124E-21.8404907975460124E-22.4539877300613498E-23.0674846625766871E-23.6809815950920248E-24.2944785276073622E-24.9079754601226995E-24.9079754601226995E-24.9079754601226995E-25.5214723926380369E-25.5214723926380369E-26.1349693251533742E-26.7484662576687116E-27.3619631901840496E-27.9754601226993863E-28.5889570552147243E-29.202453987730061E-29.202453987730061E-29.202453987730061E-29.815950920245399E-29.815950920245399E-20.104294478527607360.110429447852760740.11656441717791410.122699386503067480.128834355828220860.128834355828220860.134969325153374230.14110429447852760.147239263803680990.153374233128834360.159509202453987730.165644171779141090.171779141104294490.177914110429447850.184049079754601220.190184049079754610.196319018404907980.202453987730061350.208588957055214710.214723926380368110.220858895705521470.226993865030674840.233128834355828210.23926380368098160.245398773006134970.251533742331288330.257668711656441730.263803680981595070.269938650306748460.276073619631901860.28220858895705520.288343558282208590.294478527607361980.300613496932515320.306748466257668720.312883435582822110.319018404907975450.325153374233128840.331288343558282180.337423312883435580.343558282208588970.349693251533742310.355828220858895710.36196319018404910.368098159509202440.374233128834355830.380368098159509230.386503067484662570.392638036809815960.39877300613496930.404907975460122690.411042944785276090.417177914110429430.423312883435582820.429447852760736220.435582822085889550.441717791411042950.447852760736196340.453987730061349680.460122699386503080.466257668711656410.472392638036809810.47852760736196320.484662576687116540.490797546012269940.496932515337423330.503067484662576670.509202453987730010.515337423312883460.52147239263803680.527607361963190140.533742331288343590.539877300613496920.546012269938650260.552147239263803710.558282208588957050.564417177914110390.570552147239263840.576687116564417180.582822085889570520.588957055214723970.595092024539877310.601226993865030650.601226993865030650.60736196319018410.613496932515337430.619631901840490770.625766871165644220.631901840490797560.63803680981595090.644171779141104240.650306748466257690.656441717791411030.662576687116564370.668711656441717820.674846625766871160.680981595092024490.687116564417177940.693251533742331280.699386503067484620.705521472392638070.711656441717791410.717791411042944750.72392638036809820.730061349693251540.736196319018404880.742331288343558330.748466257668711670.7546012269938650.760736196319018450.766871165644171790.773006134969325130.779141104294478580.785276073619631920.791411042944785260.79754601226993860.803680981595092050.809815950920245390.815950920245398730.822085889570552180.828220858895705510.834355828220858850.84049079754601230.846625766871165640.846625766871165640.852760736196318980.858895705521472430.865030674846625770.865030674846625770.871165644171779110.877300613496932560.88343558282208590.889570552147239240.895705521472392690.901840490797546020.907975460122699360.914110429447852810.920245398773006150.926380368098159490.932515337423312830.938650306748466280.944785276073619620.950920245398772960.957055214723926410.963190184049079750.969325153374233080.975460122699386530.981595092024539870.987730061349693210.99386503067484666100000000000000006.1349693251533744E-36.1349693251533744E-36.1349693251533744E-36.1349693251533744E-36.1349693251533744E-36.1349693251533744E-36.1349693251533744E-36.1349693251533744E-36.1349693251533744E-36.1349693251533744E-36.1349693251533744E-36.1349693251533744E-31.2269938650306749E-21.8404907975460124E-21.8404907975460124E-22.4539877300613498E-23.0674846625766871E-23.6809815950920248E-24.2944785276073622E-24.9079754601226995E-24.9079754601226995E-24.9079754601226995E-25.5214723926380369E-25.5214723926380369E-26.1349693251533742E-26.7484662576687116E-27.3619631901840496E-27.9754601226993863E-28.5889570552147243E-29.202453987730061E-29.202453987730061E-29.202453987730061E-29.815950920245399E-29.815950920245399E-20.104294478527607360.110429447852760740.11656441717791410.122699386503067480.128834355828220860.128834355828220860.134969325153374230.14110429447852760.147239263803680990.153374233128834360.159509202453987730.165644171779141090.171779141104294490.177914110429447850.184049079754601220.190184049079754610.196319018404907980.202453987730061350.208588957055214710.214723926380368110.220858895705521470.226993865030674840.233128834355828210.23926380368098160.245398773006134970.251533742331288330.257668711656441730.263803680981595070.269938650306748460.276073619631901860.28220858895705520.288343558282208590.294478527607361980.300613496932515320.306748466257668720.312883435582822110
Answered Same DayJun 22, 2021

Answer To: 9.1. CustomerSpendingCardCoupon 1229110 2321510 3213510 4392400 5252810 6247301...

Mohd answered on Jun 23 2021
136 Votes
Multiple choice questions
    1. The ________ function allows the user to pull a subset of data from a larger table of data based on some criterion. (5pts).
        a.     VLOOKUP
        b.     IF
        c.     SUMIF
        d.     COUNTIF
    2. __________ is a constraint requiring that two binary variables be equal and that thus are both either in or out of the solution together. (5pts).
        a.     Conditional constraint
        b.     Corequisite constraint
        c.     k out of n alternatives constraint
        d.     Mutually exclusive constraint
    3. Which of the following would be a likely mathematical expression for Total Revenue? (5p
ts).
        a.     Total Revenue = Production Volume + Revenue per Unit
        b.     Total Revenue = Profit – Production Volume × Revenue per Unit
        c.     Total Revenue = Production Volume × Revenue per Unit
        d.     Total Revenue = Total Variable Cost + Production Volume + Revenue per Unit
    4. Data used to build a data mining model is called (5pts).
        a.     validation data.
        b.     training data.
        c.     test data.
        d.     exploration data.
    5. ____________ is a category of data-mining techniques in which an algorithm learns how to predict or classify an outcome variable of interest. (5pts).
        a.     Supervised Learning
        b.     Unsupervised Learning
        c.     Dimension Reduction
        d.     Data Sampling
    6. Which of the following design guidelines, if followed, enables the user to update the model parameters without the risk of mistakenly creating an error in a formula? (10pts).
        a.     Separating the parameters from the spreadsheet model.
        b.     Documenting the spreadsheet model.
        c.     Using numbers in the spreadsheet formula.
        d.     Using simple formulas.
    7. The _________ function pairs each element of the first array with its counterpart in the second array, multiplies the elements of the pairs together, and adds the results. (5pts).
        a.     SUM
        b.     SUMPRODUCT
        c.     SUMIF
        d.     VLOOKUP
    8. The importance of _________ for integer linear programming problems is often intensified by the fact that a small change in one of the coefficients in the constraints can cause a relatively large change in the value of the optimal solution. (5pts).
        a.     objective function
        b.     decision variables
        c.     sensitivity analysis
        d.     optimization analysis
    9. Which of the following is true about generating alternatives in binary optimization? (10pts).
        a.     If the second-best solution is very close to optimal, it is always preferred over the true optimal solution because of factors outside the model.
        b.     If alternative solutions exist, it would not help management because some factors that make one alternative are not preferred over the factors that make another alternative.
        c.     If the solution is a unique optimal solution, it would be good for management to know how much worse the second-best solution is than the unique optimal solution.
        d.     If any alternative solution exists, it would only be a second-best next to the optimal solution because there is no third-best or an alternative second-best solution to any binary integer programming problem.
    10. The condition that VLOOKUP assumes is that (5pts).
        a.     there are no nonzero values in the range.
        b.     all the arguments are of the same dimension.
        c.     the first column of the table is sorted in ascending order.
        d.     the columns with empty cells are to be neglected.
    ​
Answer Report 14
    Microsoft Excel 16.0 Answer Report
    Worksheet: [exam-ii-questions-e41dx3da.xlsx]Other questions
    Report Created: 6/22/2021 11:59:40 PM
    Result: Solver found an integer solution within tolerance. All Constraints are satisfied.
    Solver Engine
        Engine: Simplex LP
        Solution Time: 0.015 Seconds.
        Iterations: 0 Subproblems: 4
    Solver Options
        Max Time Unlimited, Iterations Unlimited, Precision 0.000001
        Max Subproblems Unlimited, Max Integer Sols Unlimited, Integer Tolerance 1%, Assume NonNegative
    Objective Cell (Max)
        Cell    Name    Original Value    Final Value
        $D$147    Total_profit G.1    15225    15150
    Variable Cells
        Cell    Name    Original Value    Final Value    Integer
        $D$141    Decision_variable G.1    0    0    Integer
        $E$141    Decision_variable T.1    101.5    101    Integer
    Constraints
        Cell    Name    Cell Value    Formula    Status    Slack
        $F$142    Production Number of leaves taken in a month    404    $F$142<=$H$142    Not Binding    2
        $F$143    Assembly Number of leaves taken in a month    151.5    $F$143<=$H$143    Not Binding    23.5
        $D$141=Integer
        $E$141=Integer
Answer Report 16
    Microsoft Excel 16.0 Answer Report
    Worksheet: [exam-ii-questions-e41dx3da.xlsx]Other questions
    Report Created: 6/23/2021 12:13:16 AM
    Result: Solver found a solution. All Constraints and optimality conditions are satisfied.
    Solver Engine
        Engine: Simplex LP
        Solution Time: 0.016 Seconds.
        Iterations: 2 Subproblems: 4
    Solver Options
        Max Time Unlimited, Iterations Unlimited, Precision 0.000001
        Max Subproblems Unlimited, Max Integer Sols Unlimited, Integer Tolerance 1%, Assume NonNegative
    Objective Cell (Max)
        Cell    Name    Original Value    Final Value
        $D$184    Profit/Tire Hours    22    6032
    Variable Cells
        Cell    Name    Original Value    Final Value    Integer
        $B$179    Quantity Economy tires    1    406    Integer
        $C$179    Quantity Premium tires    1    116    Integer
    Constraints
        Cell    Name    Cell Value    Formula    Status    Slack
        $D$180    Material Preparation Hours    599.3333333333    $D$180<=$F$180    Not Binding    0.6666666667
        $D$181    Tire Building Hours    440.8    $D$181<=$F$181    Not Binding    209.2
        $D$182    Curing Hours    261    $D$182<=$F$182    Not Binding    319
        $D$183    Final Inspection Hours    119.8666666667    $D$183<=$F$183    Not Binding    0.1333333333
        $B$179=Integer
        $C$179=Integer
Other questions
    11. Starsystems is a small information systems company which employs 50 workers. The employee details are given below. (10pts).
    Name    Age (in years)    Gender    Work experience (in years)    Income (in 1000 $)    Number of leaves taken in a month                     
    John    47    M    22    53    0                     ...
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