Question: The data set below contains daily data on new and total Covid-19 cases in Harris county, TX. Estimate an exponential trend model for new Covid-19

The data set below contains daily data on new and total Covid-19 cases in Harris county, TX.

Estimate an exponential trend model for new Covid-19 cases. Which of the following is true with respect to the daily trend of new cases in Harris county?

a. New Covid-19 cases increased by 0.02 cases each day

b. New Covid-19 cases increased by 2% each day.

c. New Covid-19 cases increased by 12 cases each day.

d. New Covid-19 cases increased by 12% each day.

The data set below contains daily data on new and total Covid-19cases in Harris county, TX. Estimate an exponential trend model for newCovid-19 cases. Which of the following is true with respect to the

Using the exponential trend model from the previous question, forecast the number of new Covid-19 cases for August 13, 2020 (that is for t=143). Please round the regression coefficients to 2 decimals prior to forecasting. Round your forecast to the closest integer.

Consider again the exponential trend model from the previous questions and use it to forecast the number of new cases for the entire date range (from March to August). Which of the following statements is correct?

a.

The exponential trend model fits the data initially, but later underestimates the number of new cases.

b.

The exponential trend model initially underestimates the number of new cases, but later fits the data.

c.

The exponential trend model initially overestimates the number of cases, but later fits the data.

d.

The exponential trend model fits the data initially, but then overestimates the number of new cases.

A B C Totalcases 54 New cases 27 134 185 203 229 445 80 51 18 26 216 81 37 526 563 680 847 117 167 955 108 1106 1284 1395 151 178 111 414 1809 2146 337 195 706 214 300 68 118 2341 3047 3261 3561 3629 3747 3907 4097 4306 4460 4653 4823 Date Cases 03-24 Cases 03-25 Cases 03-26 Cases 03-27 Cases 03-28 Cases 03-29 Cases 03-30 Cases 03-31 Cases 04-01 Cases 04-02 Cases 04-03 Cases 04-04 Cases 04-05 Cases 04-06 Cases 04-07 Cases 04-08 Cases 04-09 Cases 04-10 Cases 04-11 Cases 04-12 Cases 04-13 Cases 04-14 Cases 04-15 Cases 04-16 Cases 04-17 Cases 04-18 Cases 04-19 Cases 04-20 Cases 04-21 Cases 04-22 Cases 04-23 Cases 04-24 Cases 04-25 Cases 04-26 Cases 04-27 Cases 04-28 Cases 04-29 Cases 04-30 Cases 05-01 Cases 05-02 Cases 05-03 Cases 05-04 Cases 05-05 Cases 05-06 Cases 05-07 Cases 05-08 Cases 05-09 Cases 05-10 Cases 05-11 Cases 05-12 Cases 05-13 Cases 05-14 Cases 05-15 Cases 05-16 Cases 05-17 Cases 05-18 Cases 05-19 Cases 05-20 160 190 209 154 193 170 154 166 4977 5143 5211 5330 5482 5628 68 119 152 146 101 5729 5827 98 159 175 5986 6161 6356 6551 195 195 157 130 6708 6838 129 6967 7128 161 7244 7377 7594 116 133 217 209 7803 7878 8176 8416 75 298 240 205 196 233 8621 8817 9050 9126 9465 76 339 170 9635 9859 224 236 188 243 244 151 74 10095 10283 10526 10770 10921 10995 11281 11542 11770 12009 12220 12276 12664 13027 286 261 228 239 211 56 388 363 241 13268 13603 13940 14423 335 337 483 163 332 14586 14918 15238 15552 15864 16188 16568 320 314 312 324 380 210 504 425 Cases 05-21 Cases 05-22 Cases 05-23 Cases 05-24 Cases 05-25 Cases 05-26 Cases 05-27 Cases 05-28 Cases 05-29 Cases 05-30 Cases 05-31 Cases 06-01 Cases 06-02 Cases 06-03 Cases 06-04 Cases 06-05 Cases 06-06 Cases 06-07 Cases 06-08 Cases 06-09 Cases 06-10 Cases 06-11 Cases 06-12 Cases 06-13 Cases 06-14 Cases 06-15 Cases 06-16 Cases 06-17 Cases 06-18 Cases 06-19 Cases 06-20 Cases 06-21 Cases 06-22 Cases 06-23 Cases 06-24 Cases 06-25 Cases 06-26 Cases 06-27 Cases 06-28 Cases 06-29 Cases 06-30 Cases 07-01 Cases 07-02 Cases 07-03 Cases 07-04 Cases 07-05 Cases 07-06 Cases 07-07 Cases 07-08 Cases 07-09 Cases 07-10 Cases 07-11 Cases 07-12 Cases 07-13 Cases 07-14 Cases 07-15* Cases 07-16 450 395 1187 1135 179 16778 17282 17707 18157 18552 19739 20874 21053 23047 24421 25786 27017 28255 29163 29276 30729 31422 32859 34108 35316 35913 1994 1374 1365 1231 1238 908 113 1453 693 1437 1249 1208 36597 37776 39311 597 684 1179 1535 701 40012 40919 42000 43939 45368 47369 907 1081 1939 1429 2001 1658 1343 49027 50370 907 1081 1939 1429 2001 1658 1343 1599 1586 1251 963 Cases 07-10 Cases 07-11 Cases 07-12 Cases 07-13 Cases 07-14 Cases 07-15* Cases 07-16 Cases 07-17** Cases 07-18 Cases 07-19 Cases 07-20 Cases 07-21 Cases 07-22 Cases 07-23 Cases 07-24 Cases 07-25 Cases 07-26 Cases 07-27 Cases 07-28 Cases 07-29 Cases 07-30 Cases 07-31 Cases 08-01 Cases 08-02 Cases 08-03 Cases 08-04 Cases 08-05 40919 42000 43939 45368 47369 49027 50370 51969 53555 54806 55769 57095 58480 59924 61416 62619 64113 65349 66195 67660 69126 70850 72964 74884 76642 78105 79543 1326 1385 1444 1492 1203 1494 1236 846 1465 1466 1724 2114 1920 1758 1463 1438

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