Problem 2) Consider the following data from the 1992 life table for the United States. Std. Beg. Total Interval Deaths Lost Survival Error [954 Conf. Int.) 1000 268 0.7320 0.0140 0.7034 0.7583 0.0150...

Problem 2) Consider the following data from the 1992 life table for the United States.<br>Std.<br>Beg.<br>Total<br>Interval<br>Deaths<br>Lost<br>Survival<br>Error<br>[954 Conf. Int.)<br>1000<br>268<br>0.7320<br>0.0140<br>0.7034<br>0.7583<br>0.0150<br>0.6307<br>0.5972<br>10<br>132<br>71<br>0.6610<br>0.6894<br>0.6280<br>0.6571<br>0.0153<br>0.0155<br>0.0157<br>10<br>15<br>661<br>EE<br>15<br>20<br>628<br>30<br>0.5980<br>0.5669<br>0.6276<br>20<br>25<br>598<br>31<br>0.5670<br>0.5357<br>0.5971<br>0.4996<br>0.4586<br>25<br>30<br>567<br>36<br>0.5310<br>0.0158<br>0.5614<br>30<br>35<br>531<br>41<br>0.4900<br>0.0158<br>0.5206<br>0.4755<br>0.4272<br>35<br>40<br>490<br>45<br>0.4450<br>0.0157<br>0.4140<br>0.3666<br>0.3166<br>40<br>45<br>445<br>48<br>0.3970<br>0.0155<br>0.3460<br>0.2920<br>45<br>50<br>397<br>51<br>0.0150<br>0.3755<br>0.0144<br>0.2641<br>0.3204<br>0.2489<br>0.2170<br>50<br>55<br>346<br>54<br>55<br>60<br>292<br>50<br>0.2420<br>0.0135<br>0.2159<br>60<br>65<br>242<br>50<br>0.1920<br>0.0125<br>0.1682<br>0.1212<br>0.1644<br>0.1066<br>65<br>70<br>192<br>50<br>0.1420<br>0.0110<br>70<br>75<br>142<br>54<br>0.0880<br>0.0090<br>0.0715<br>0.0410<br>0.0063<br>0.0546<br>0.0299<br>0.0096<br>75<br>60<br>47<br>0.0160<br>0.0000<br>00<br>65<br>41<br>25<br>0.0040<br>0.0253<br>85<br>90<br>16<br>16<br>What is the probability that the person in this data who is living on their 60th birthday will be<br>a.<br>dead before 65th?<br>b. What is the probably of person in this population living past 70?<br>c. Chance of surviving from birth to 50.<br>d. What proportion of individuals that reach 35 years of age that also reach 65 years?<br>

Extracted text: Problem 2) Consider the following data from the 1992 life table for the United States. Std. Beg. Total Interval Deaths Lost Survival Error [954 Conf. Int.) 1000 268 0.7320 0.0140 0.7034 0.7583 0.0150 0.6307 0.5972 10 132 71 0.6610 0.6894 0.6280 0.6571 0.0153 0.0155 0.0157 10 15 661 EE 15 20 628 30 0.5980 0.5669 0.6276 20 25 598 31 0.5670 0.5357 0.5971 0.4996 0.4586 25 30 567 36 0.5310 0.0158 0.5614 30 35 531 41 0.4900 0.0158 0.5206 0.4755 0.4272 35 40 490 45 0.4450 0.0157 0.4140 0.3666 0.3166 40 45 445 48 0.3970 0.0155 0.3460 0.2920 45 50 397 51 0.0150 0.3755 0.0144 0.2641 0.3204 0.2489 0.2170 50 55 346 54 55 60 292 50 0.2420 0.0135 0.2159 60 65 242 50 0.1920 0.0125 0.1682 0.1212 0.1644 0.1066 65 70 192 50 0.1420 0.0110 70 75 142 54 0.0880 0.0090 0.0715 0.0410 0.0063 0.0546 0.0299 0.0096 75 60 47 0.0160 0.0000 00 65 41 25 0.0040 0.0253 85 90 16 16 What is the probability that the person in this data who is living on their 60th birthday will be a. dead before 65th? b. What is the probably of person in this population living past 70? c. Chance of surviving from birth to 50. d. What proportion of individuals that reach 35 years of age that also reach 65 years?

Jun 09, 2022

SOLUTION.PDF

Problem 2) Consider the following data from the 1992 life table for the United States. Std. Beg. Total Interval Deaths Lost Survival Error [954 Conf. Int.) 1000 268 0.7320 0.0140 0.7034 0.7583 0.0150...

Get Answer To This Question

Related Questions & Answers

Submit New Assignment